A person gives $$47\frac{1}{2}\%$$ of his property to the elder son, $$32\frac{1}{2}\%$$ to the younger son, 5% to a temple and the balance of Rs. 6 lakhs to his daughter. The share of the younger son (in lakhs of rupees) is
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A person gives $$47\frac{1}{2}\%$$ of his property to the elder son, $$32\frac{1}{2}\%$$ to the younger son, 5% to a temple and the balance of Rs. 6 lakhs to his daughter. The share of the younger son (in lakhs of rupees) is
If 25% of a number is added to another number then the second number is increased by 10%. The ratio of the first number to the second is
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A Person spends 80% of his monthly salary. His salary was increased by 20%. He increased his expenditure also by 20%. Then, the percentage increase in his savings is
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A class has two sections A and B having 60 and 40 students respectively, If 45% of the section A and 55%of the section B pass in an examination then the pass percentage of the two sections together is
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To pass an Examination a student has to secure 45% of marks.A boy getting 295 marks fails by 20 marks.The maximum marks for the examination is
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In a fraction if the numerator is increased by 23% and the decreased by 32% we get new fraction $$\frac{13}{17}$$.The sum of the new fraction to the original is
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The total number of students in a class with 44 girls and the rest 45% boys is
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There are 60 students in a class.one of the student weighing 40 Kgs was replaced by another student.now the average weight of the student increased by 0.2 kg. The weight of the new student is (in kgs)
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The average of 40 numbers is 35. If two numbers 44,45 are discarded, then the average of the remaining numbers is
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There are 4 number. The average of first three numbers is 56 and the average of last three is 49,if the first number is 48 then the last number is
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Two persons A and started a company with capitals in the ratio 7 : 8. At the end of the business A and B shared the profit in the ratio 5 : 4. If A kept his capital for 10 months, then the number of months that B kept his capital is
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In a Partnership A,B,C invest capitals in the ratio 3:5:7.If at the end of the year the total profit is Rs.90,000 then difference between the profits of A and c in rupees is
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A,B,c started a business with the capitals in the ratio 4:5:6 which are kept for 16 months,12 months,8 months respectively.At the end of the business if B shares in the profit is Rs.1,35,000 , then the total profit in rupees is
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A,B enter a business with capitals Rs. 3 lakhs and Rs. 4 lakhs respectively, At the end of the year A receives monthly salary for looking after accounts. At the end of the year A and B receive their shares respectively equal to the amounts when the total profit of Rs. 1,96000 is divided in the ratio 4:3. Then A’s monthly salary in rupees,is
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Two persons A and B enter in to a business with the capitals in the ratio 4:5.At the end of 5 months A with draw from the Business.At the end of business if they shared their profits in the ratio 1:6, then the number of months B's capital used in the Business is
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A certain Amount is divided among three persons A,B,C. A gets $$\frac{1}{6}$$ of the amount and b gets $$\frac{1}{6}$$ of the amount and c gets remaining amount . If C gets 2800/- then A gets
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$$\sqrt[3]{\sqrt{0.000729}} = $$
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The Mess charge for 42 students for 28 days is Rs.47,040.Then the Mess charges for 35 Students for 25 days,in rupees, is equal to
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$$y$$ ≠ 0, $$2x = 3y \Rightarrow \frac{x + y}{x - y} = $$
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A person P started business with some capital and another person Q joined him four months later investing 60% more than the investment of P.If q gets 5000 more than P at the end of the year then the profit of P (in rupees) is
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If $$a : b = 1 : 2 , b : c = 3 : 5 , c : d = 5 : 4 and e : d = 5 : 6$$ then $$a : b : c : d : e =$$
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If the average of three persons is 20 years and the ages are in the ratio 2:3:5 then the ages (in years) of the youngest among them is
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In a Joint business A invested thrice that of B and the period of Investment of A is twice that of B.If the share of B in the Profit of Rs.40,000/- and If A donates a sum of Rs.50000/- to a trust from his share then the amount left with A in the profit (in lakhs of rupees) is
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A person A purchased a watch for Rs. 4800 and sold it to B for 8% profit. B sold it to C for 12% loss, The amount paid by C, corrected to nearest rupee, is
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If 175 workers can dig a canal of 3150 m long in 36 days, then the number of workers require to dig a similar canal of 3900 m long in 24 days is
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If a train run at speed of 40kmhr reaches destination late by 11 minutes but if it runs 50 kmph it is late by 5 min only, then the distance travlled by train in Kms is
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The following table shows the marks of 20 students of class in Mathematics. Then the average marks of these 20 students is

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An article has marked price of Rs.3600. By giving two successive discounts of 10% each instead of giving a discount of 20% on the marked price,then the gain of trader in rupees is
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The average of least and greatest fractions among $$\frac{11}{13}, \frac{5}{6}, \frac{7}{8}, \frac{13}{15}$$ is
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If $$a and b$$ are positive integers such that $$b < 100$$ and $$72.48 = a \left(24 + \frac{b}{100}\right)$$ then $$a + b =$$
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The greatest five digit number which is a perfect square is
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$$16^{2}+17^{2}+18^{2}+.....30^{2}$$
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Four persons A, B, C, D can be around a track in 24, 48, 60 and 96 seconds respectively. All of them start at point p on the track simultaneously. When they meet at point p at second time the number of rounds made by C is
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If n is any odd integer greater than 1 then the largest natural number among the following that certainly divides $$n(n^2 - 1)$$
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The total number of divisors of $$2^53^45^3$$ is (including 1 and the number given)
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Two positive integers x, y have their g.c.d =12 and l.c.m. = 5184. If x, y > 12, then x + y =
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The traffic lights at three different road crossings respectively change after every45 seconds, 75 seconds and 100 seconds. [fall the traftic lights changesinultancously at 9:25:00 hours, then the timeat whichthe lights again change simultaneously
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L.C.M. of two prime numbers a and b, (a > b) is 319. Then, a - 2b =
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The least number which when divided by numbers 12, 16, 20, 25 leaves 4 as remainder but when divided by 7 leaves no remainder is
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The sum of two numbers is 125.Their H.C.F and L.C.M are respectively 25 and 150. Then the sum of their reciprocals is
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A Person P sells an article to Q at a profit of 5 % Qsells it to another person at profit R And R sells it to another person at profit of s For Rs.46305 by making a profit of 5%.Then the cost price of an article(in Rs)
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In a school. the ratio of the number of boysand girls is 3:2. If 30% of the boys and 20% of the girls are scholarship holders, then the percentage of students that do not get scholarship is
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A bag contains m coins of Rs. 5/- denomination, n coins of Rs. 2/- denomination and p coins of Rs. 1/- denomination whose total value is Rs. 630/- . If m : n : p = 2 : 3 : 5 then the ratio of the total values of Rs. 5/-, Rs. 2/- and Rs. 1/- denomination coins in the bag is
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If $$x : y : z = 7 : 8 : 9$$, then $$\frac{x}{y} : \frac{y}{z} : \frac{z}{x} = $$
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$$x, y, z$$ are positive integers such that $$x^3 + y^3 + z^3 = 8072$$. If $$x : y = y : z = 3 : 2$$, then $$y =$$
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Two positive integers whose sum is 143, cannot bein the ratio
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If $$\frac{8^3. (27)^4. 6^5}{(36)^2. 9^4. (18)^2} = 2^a. 3^b$$ then $$a : b = $$
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Given y is inversely proportionalto the cube of x andthat y =2 when x = 3, Then the value of y when x = $$\frac{1}{2}$$ is
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If $$\frac{x}{a} = \frac{y}{b} = \frac{z}{c}$$ and l,m,n are any positive numbers then these ratios are also equal to:
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If 55% of 880 is 80 more than $$\frac{4}{5}$$ of x, then x=
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If the number 19585*2, is divisible by 3, then the smallest digit in the place of * is
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If the number 45135*2, is divisible by 8, then the smallest whole number in the place of * is
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If $$4^{th}$$ October is 2008 is Saturday, then the day of the week on $$28^{th}$$ may 2014 is
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The time between 2 hours and 3 hours,when the minutes hand and hours hand coincide is 2 hours x minutes when x=:
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The minutes hand of an incorrect clock overtakes the hours hand at an interval of 63 minutes,Then the time it gains in a day, in minutes, is
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Two trains of same length 80 meters, running in opposite direction with same speed cross each other in 3 seconds. The speed of each train is (km/hr)
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Two persons A and B are 45 km apart. If they travel in opposite direction to each other, they meetin 3 hrs. If they travel in the same direction they meet in 5 hrs. If A travels faster than B, then the speed of A, in kmph, is
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A car reached a distance of 340 km in 4 hours .It travels some distance at a speed of 90 kmph and the remaining at speed of 60 kmph,then distance travelled with speed of 60 kmph , in kilometers, is
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Read the data given in the table below and answer questions.

The total number of students appeared in the examinations is
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The total number of students who failed in the examinations from the schools Q, R and S is
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P lends Rs. 15,000 to Q for a simple interest 8% per annum and Q lends the same amount to R for a simple interest 11% per annum. Then the gain of Q in 3 years, in rupees, is
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In 4 year Rs.6000 amount became Rs.8500 for some rate of simple interest.Then period required for Rs.1200 to become an amount of 1825 at same rate of interest is
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A sum of money becomes Rs. 1,08,000/- after 3 years and becomes Rs. 1,92,000/- after 9 years on same rate of compound interest. Then, that sum of money is (in rupees)
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Asum of moneyis doubled at some compoundinterest in 8 years. The numberofyears in which the amount becomes 4 times with samerate ofinterestis
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An amount of Rs. 5,00,000/- becomes Rs. 5,51,250/- on some compound interest compoundedhalf-yearly in one year. Then the rate of compoundinterestis
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A person invested in three different schemes A, B and C atthe rates of simple interests-8%, 10% and 12% respectively. The amount invested in the schemeC is equal to 225%- of the amountinvested in scheme A and is also equal to 90% of the amount invested inschemeB. If the total interest earned by him in one yearis Rs. 48,000/-, then the amount “ the’ personinvested in schemeC is (in rupees)
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A Bank lends Rs, 30,00,000/- to a person P at 12.5% simple interest and Rs. 10,00,000/- to another person Q at 10.5% simple interest, for t years. If the Bank received an interest of Rs. 16,80,000/- at the end of the period t, then t =
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Two persons A and B undertake to paint a house for Rs. 54,000/-, A alone can paint the house in 40 days and Balone canpaint the house in 45 days, A and B along with a third person C complete painting in 20 days. Then, the share of C is (in rupees)
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A person A takes $$7\frac{1}{2}$$ days to finish $$\frac{5}{8}^{th}$$ of a work then the number of days required for A to finish the complete work is
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A and B can complete a workin 20 days .B and C can complete the same work in 24 days.The work was started by A and he work for 8 days,then after B wors for 11 days and the C completes the remaining work in 22 days,then the number of days required for c alone to complete the work is
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A person P can complete a work in 40 days . A second person Q can complete the same work in 35 days. Both P and Q work together for 14 days and then P goes away. The number of days that Q takes to complete the remaining work is
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Twenty men complete a work in 16 days. Twenty women complete the same work in18 days. If all these men and women worktogether, then the numberof days required to complete that work
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A person A can complete a work in 15 days working 8 hours daily. A second person B can complete the same workin 20 days working 7 hours a day. If both A and B work together, working 7 hours a day, then the number of days required to complete that workis
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Twopersons A and B can do a workin 24 and 30 daysrespectively. After working together for some days, left. B finished the remaining workin 12 days. Then, the number of days that A workedis
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A merchant marked his goods 25% above the cost price and then allows a discount of 5%. Then the profit percent in this transaction is
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The Profit Earned by selling an article for Rs.2500 is equal to 7 times the loss if the same is sold for 2100.Then the selling price of an article in (Rs) to make a profit of 20 percent is
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A shopkeeper sold anarticle at a certain price. If it ts sold at 80%of that price, then his loss would be 8%. Then, the profit percent at the original selling price is
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A person A purchased some pens for Rs. 350 and sold them for Rs. 450. Another person B purchases some pens for Rs. 540 and sold them for Rs. 660. Then the difference between their profit percents is
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A person travels $$\frac{2}{3}$$ of distance x km with a speed of 4 kmph and the remaining distance with a speed of 5 kmph.If the total time taken for the journey is 56 minutes, then x =
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The nearest year after 2000 having same calendar as that of 2000 is
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A person put one coin at 1’O clock, two coins at 2’O clock, 3 coins at 3°O clock and so on in a box.Then the number of coins he has put in the box between 6:30 am to 6:30pm in a day is
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The following diagram shows the expenditure of a company on different heads A, B, C, D, E in the year 2018. Based on the information given in below figure answer the following questions

If the amount spent on head A is Rs. 90,000 more than the amount spent oC, then the amount spent on E in rupees is
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If the amount spent on B is Rs. 1,96,000, then the amount spent on A and E together, in rupees, is
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A dealer gets 10% of profit afier giving 10% discount on the marked price of anarticle. If the cost price of the article is Rs. 9000, its marked price, in rupees, is
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By selling an article each for Rs.600/- a trader get 10% profit on one end and 10% loss on other . The result in the transaction is
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Consider the following statements.
A. If the radius ofa sphereis increased by 8%, then the Percentage increase in its surface area is 20.86.
B. Ifthe side of'a cubeis increased by 12%, then the percentageincreasein its surface area 1s 25.44.
C. Ifthe radius of acircle is increased by 16%, then the percentage increasein its area is 34.56.
The correct statements among these are
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The area of the regular hexagon of side 12 cm in square centimeters, is
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The area of a rectangle is 6 times that of a square. If the length of the rectangle is 16 cm more and the breadth of the rectangle is 8 cm morethan the side of the square, then the perimeter of the rectangle, in cm, is
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A rectangular wooden piece of dimensions $$8 cm \times 6 cm \times 5 cm$$ cut in to pieces of dimensions $$\frac{5}{4} cm \times \frac{3}{8} cm \times \frac{1}{4} cm$$.then the number of pieces are
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If a right circular cone has height 56 cm and base radius 42 cm, then its curved surface area, in square centimeters, is (Take $$\pi = \frac{22}{7}$$)
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The cost of a fencing around a circular field at the rate of Rs. 45 per meter is Rs. 15,840. Then the area of the field, in square meters, is (Take $$\pi = \frac{22}{7}$$)
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A wheel makes 60 revolutions in covering a distance of 990 meters. The radius of the wheel, in meters, is (Take $$\pi = \frac{22}{7}$$)
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The volume of a cube in cubic feet whose total surface area is 486 square feet, is
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By what percentage should the radius of a sphere be increased so that the volume increases by 200%?
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The length and breadth of a rectangle are 100 cms. and 60 cms. If the length increases by 5% and the breadth decreases by 4%, then, the error percentage in the area calculated from these measurements is
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The sum of all two digit numbers which leave remainder 4 when divided by 11 is
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If in a leap year, January $$8^{th}$$ is a Sunday, the day on August $$15^{th}$$ in the same year is
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If A earns 50% more than B and B earns x % less than A then x =
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The largest positive integer k such that $$12^k$$ divides $$(109)!$$ is
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The number of positive integral divisors of 37800 is
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In questions pick out the odd thing among the given items.
15, 35, 99, 143
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56, 34, 14, 7
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A, D, I, P, T, Y
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9, 49, 81, 121, 169, 289
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ZA, YE, XI, WO, TU
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343, 1331, 2197, 4913, 6859, 9261
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1156, 1444, 1764, 2430
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Beetroot, Brinjal, Carrot, Potato
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Reservoir, River, Tank, Watershed
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21V23X, 13N15P, 9J11L, 5F7H
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LO12, UF06, VE22, ZA26
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In below questions you find the left two terms/group of letters which have a relation between them. Fill the blank on the right whith one of the options given so that the terms/group of letters on the right have the same relation as the first two.
FILM : 40 :: MILK : ..............
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MAIL : PIUN :: TOUR : .........
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CAST : 43 :: RIPE : .........
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Choose a suitable option to fill in the blank given below:
School : Head Master :: College : Principal :: University : ..........
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Amritsar : Golden Temple :: Ajmer : Darga :: Hyderabad : .........
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Four figures are given below. The next figure is

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In problems there is a relation between the left two figures. Choose a correct figure from the given options such that the same relation exist with the two figures on the right.

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Answer the following questions below based on the information given below.
In the figure given below the triangular region denotes the persons who read newspaper A. The circular region denotes the persons who read newspaper B and the rectangular region denotes the persons who read newspaper C.

Number of persons who read only newspaper A is
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Number of persons who read both newspapers A and B is
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Number of persons who read only one of the newspapers A, B and C is
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Number of persons who read all three newspapers is
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Number of persons who read either newspaper B or newspaper C is
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If $$\triangle$$ denotes addition. $$\Box$$ denotes multiplication, * denotes substraction and $$\triangledown$$ denotes division then $$3 * 4 \Box 5 \triangle 6 \triangledown 2 =$$
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From point P. a man rides a cycle 9 km towards East. Then, he rides the cycle 2 km towards North. From there, he rides the cycle 3 km towards East. Finally he rides the cycle 3 km towards North to a point Q. Then the distance between the points P and Q is (in km)
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A person walks 3 km towards East, then walks 3 km towards South, then walks 7 km towards West and stops. The distance from the starting point and the end pointis (in km)
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P + Q means P is the daughter of Q, P * Q means P is the husband of Q. If P + Q * R then which of the following is true?
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Which of the three figures from the following five figures A, B, C, D and E form a square?

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If the paper in the following shape is folded to form a die then
(a) 1 lies opposite 6.
(b) 2 lies opposite 4.
(c) 3 lies opposite 5.
Then the true statement(s) among (a), (b), (c) is(are)
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Among the given four options, which one when placed in the blank space of given figure would complete the pattern symmetrically?

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If the image of a clock in a mirror shows the time as 6:30, then the actual time shown by the clock is
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If P is the brother of Q, Q is the daughter of R andS is the father of P, then how is R related to S?
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If A is B’s brother, B is C’s sister, and C is the mother of the a D, then D is A’s
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Showing a lady, a man said “The son of her only brother is the brother of my wife”, then the relation between that lady and the man is
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Read the following:
Six students P, Q, R, S, T and U sit on the ground at the vertices of a regular hexagon. P is neither adjacent to Q nor R. S is neither adjacentto R nor T. Q, R are adjacent. U is in the middle of S and R. Onthe basis of the information given above answer the questions.
Who sits opposite to T ?
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If one neighbour of P is T, then who is the other one?
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Which of the following is not a pair of neighbours?
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There are 39 persons standing in a line. When counted from left to right. A and B are at $$9^{th}$$ and $$27^{th}$$ positions in the line. If C is between A andB and if there are five persons between B and C, then the position of C in the line from the left is
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To answer the following questions consider the following information.
Given that
U = {1, 2, 3, ......., 500}
A = the set of all multiples of 6 in U,
B = the set of all multiples of 15 in U and
C = the set of all multiples of 10 in U.
Let $$\mid S \mid$$, denotes the number of elements in a set S. Then
$$\mid A \cup B \mid = $$
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$$\mid (A \cup B \cup C) \mid = $$
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The number of integers in U that are divisible by exactly any two of 2, 3, 5 is
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Consider the following information.
In a hostel there are 220 students. Out of them 105 read newspaper A, 90 read newspaper B, 75 read newspaper C. 35 read both A and B. 20 read both A and C, 23 read bath B and C and 9 read all three newspapers. Then
Number of students who do not read any newspaper is
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Number of students who read only one newspaper Is
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Number of students who read exactly two newspapers Is
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Number of students who read newspapers B and C but not A is
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Number of students who read two or less number of newspapers is
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In a college having 600 science students, 450) students are doing Physics, 300 students are doing Mathematics and 400 students are doing Chemistory On These students 180 students are doing both Physics and Mathematics and 350 students are doing Physics and Chemistry 200 students are studying all three subjects. Then the number of students doing both Mathematics and Chenustry is
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A misfit in the following sequence
1682, 1683, 1684, 1685, 1686, 1687, 1688, 1689, ...
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In the following figure, the regions 1, 2, 3, 4, 5, 6, 7, 8 are shaded with the colours Voilet (V), Purple (P), Blue (B), Yellow (Y), Orange (O), Red (R), Green (G) and Maroon (M) respectively. If the figure is reflected with respect to $$l_1$$ and then reflected with respect to $$l_2$$ then the new order of the colours in the clockwise direction

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The population of a town at present is 3,00,000. The growth rate of the population in Successive years is expected to be 6%, $$7\frac{1}{2}\%, 9\%, 10\frac{1}{2}\% ....$$ of the present population The expected population at the end of $$8^{th}$$ year from now is
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Observe the statements given below:
I. The sum of the interior angles of a regular pentagon is $$540^\circ$$.
II. Each interior angle of a regular polygon of n sides is $$\left(l - \frac{2}{n}\right)\pi$$, Then
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The value of x in the figure given below is

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When thirty persons stand in a row the positions of A and B from left are seventh and twenty seventh respectively. Another person C standing between them has exactly five persons between Band C. If P is the middle person among those standing between A and C then the position of p from the left is
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The cost of 2 pens is the same as the cost of 5 pencils. If it costs Rs. 34 for buying 4 pens and 7 pencils then the cost of 7 pens and 4 pencils (in rupees) is
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A train starting at a station at 1:10 pm reaches its destination at 2:20 pm the same day. If the speed of the train is 48 kmph then the distance (in kms) travelled by the train is
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A water glass in the shape of a frustum of a cone of height 14 cm. The diameters at the ends are 4 cm and 2 cm. Then the volume of the glass, in cubic centimeters, is (Take $$\pi = \frac{22}{7}$$)
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The students of a class are standing in some rows. All the rows have the same number of students. If 3 students are added in each row, then there will be one row less. If three students are removed in each row,then there wi]] be two rows more. Then the number of students in the class is
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GDP growth rate of some countries for two years 2015-16, 2016-17 are tabulated below, Observe the table and answer the following questions.

The country which witnessed the highest percentage of GDP growthrate nextto C is
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The country that witnessed the lowest percentage of GDP growth rate is
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The number that does not suit in the following sequence is
5042, 5043, 5044, 5045, 5046, 5047, 5048, 5049, 5050, 5051, ...
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If $$T_n = \frac{2(n + 2)}{n(n + 1)}$$, for n = 1, 2, 3, ..... Then $$T_6 =$$
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Answer the questions using the following information.
Given that
1 USD = 70.99 INR, | AUD = 0.708 USD, | EURO = 1.137 USD, and | NZD = 9.679 USD, (Here USD (U) = US Dollar, AUD (A) = Australian Dollar, EURO (FE) = European Union Currency, NZD (N) = Newzealand Dollar, INR (1) = Indian rupee)
Increasing order of exchange values of INR (I), NZD (N), EURO (E), AUD (A) with USD is
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The currency among the following which has the highest exchange value with EURO is
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The currency which hasthe least exchange value with USD is
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The currency among the following whichhas the highest exchange value with AUD is
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In a certain code if the word WRITE is Coded as 136 and the word STUDYis coded 157, then in the same code the word ‘READ? is Coded as
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In a code language, the word ‘MISTER’ ig coded as SGWWNS andthe word ‘FOREST’ is coded us ‘UUHVTL’, then the code for the word ‘PERSON’, in the same code language is
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In a code the letters of the English alphabet are coded by numbers as follows.
$$A\leftrightarrow1, Z\leftrightarrow2, B\leftrightarrow3, Y\leftrightarrow4, C\leftrightarrow5, X\leftrightarrow6 .....$$
Then the code for COME TODAY is
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In a certain code language HYDERABBD is coded as KBGHUDEDG. Then WARANGAL will be coded in that language as
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In a certain code language, if AGRA is coded as 1493241, then the code of BHADRA in that code language is
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In a certain code language, if ADILABAD is coded as 76547276 and WARANGAL is coded as 37170874, then in the same code language BANGLA is coded as
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If the code for A is 1, that of B is 3, that of C is 5,..., then the code for G is
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If PRASAD is coded as 123435 then match the words of List-I to the codes of List-II.

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If $$-$$ denotes addition, $$+$$ denotes multiplications and $$\times$$ denotes division, then $$\left\{(39 \times 13) + 6\right\} - 8 =$$
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Read the following:
In a certain code language MONKEY is coded as LNMJDX then consider the following.
Assertion(I): The code of FRANCE is EQZMBD.
Reason(II): The pattern of the given code is $$A \rightarrow Z, B \rightarrow A, C \rightarrow B, D \rightarrow C,...$$
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Ina code language BREAK is written as XHUYO. Then, FLUTE is coded in that code language as
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If in a code language DREAM is coded as FTGCO, then CURSE is coded in that code language as
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In a certain coding every consonant English alphabet is coded as the immediate next consonant and each vowel is codedas its previous vowel. Based on this information answer the following questions.
The code for the word ‘MANGO’ is
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The string of letters that is coded as ‘CDEFG’ is
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The code for the word ‘LITMUS’ is
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Data Sufficiency: In each of the following Questions you find a question followed by two statements labelled (I) and (II). You have to decide whether these statements answer the given questions. Mark your option as
Who is tallest among A, B, C, D, E?
I) D is taller than B, but shorter than E
II) C is taller than both B and E but shorter than A
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What is the volume of the right circular cone?
I) Base radius of the cone is 12 cm,
II) Semi vertical angle of the cone is $$45^\circ$$
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What is the total number of divisors of the positive integer n?
I) n is product of distinct numbers.
II) n is the cube of a prime number.
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Who is tallest among A, B, C?
I) A is taller than B.
II) B is shorter than C.
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What is the rate of simple interest?
I) Principal is Rs. 3,000
II) Interest is Rs. 450
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Let m and n be positive integers. Is n even?
I) $$m \times n$$ is an odd integer.
II) $$m + n$$ is an odd integer.
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What is the area of the right angled isosceles triangle?
I) The angles of the triangle are $$90^\circ, 30^\circ, 60^\circ$$.
II) Length of the hypotenuse is $$15\sqrt2$$ cm.
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What is the sum of the ten terms of the arithmetic progression?
(I) The first term is 10.
(II) The tenth term is 2.
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Is A, a sister of B?
I) B is asister of A
II) A is father of two children P and Q
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Did the person A get profit?
I) The person A purchased 9 bananas for Rs. 30.
II) The person A sold 8 bananas out of 9 bananas for Rs. 32.
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The missing terms in the following sequence in the order they appear are
S, 1, 9, W, 2, 3, E, 0, 5, ...... 1, .......
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The missing term of the sequence 1, 3, 6, 10, 15,....., 28, 36 is
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The next term in the sequence CF, FI, IL, LO is
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The next term in the sequence $$\frac{Z}{A},\frac{X}{C},\frac{V}{E},\frac{T}{G}$$ is
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The next term in the sequence B, C, E, G, K, M is
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Based on the below information Answer the questions. In the figure given a below the square region represents post-graduates, the rectangle represents graduates, circle represents private employees while the triangle represents Government employees.

The region/regions representing non-graduates employed either in Government or private is/are
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The region 4 represents
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The regions representing Post-graduate unemployed are
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1, 5, 7 and 10 together represent
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