What is the positive integer βaβ that is not exceeding 1500?
I. 19 is a factor of βaβ.
II. 29 divides βaβ.
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Following questions, a question is followed by data in the form of two statements labelled as I and II. You must decide whether the data given in the statements are sufficient to answer the questions. Using the data make an appropriate choice from (a) to (d) as per the following guidelines :
What is the positive integer βaβ that is not exceeding 1500?
I. 19 is a factor of βaβ.
II. 29 divides βaβ.
If x and y are positive integers, is x greater than y?
I. 20 < x
II. y > 17
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Is x > y?
I. 3x + 2y = 11
II. x - y = 2
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Is the product xy positive?
I. $$(x + y)^2 < (x - y)^2$$
II. x = y
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If x, y, z are positive integers, is x + y + z divisible by 7?
I. x + y + z is an even number.
II. x = 4y - 11, z = 2y + 4
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If the product of two positive integers m and n is 132, then whatis the value of m + n?
I. m > n
II. $$\mid m - n \mid = 1$$
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What is the length of the side BC in the triangle ABC?
I. AB = 8cm, AC = 5cm
II. Area of the triangle ABC is 10 cm$$^2$$.
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What is the value of $$\cos \theta + \sin \theta$$?
I. $$\sec \theta + \cosec \theta = 5$$
II. $$\sin 2\theta = \frac{1}{2}$$
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Is the positive integer n divisible by 225?
I. 75 is a factor of n.
II. 45 is a factor of n.
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What percent of marks did Ram get in 4 subjects, on average?
I. He got 92 in Physics and 85 in English.
II. He got 96 in Mathematics and 94 in Chemistry.
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How old is Raghu today?
I. Today is his birthday.
II. One year after, he will be twice as old as 10 years ago.
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How much is the loss?
I. The cost price is βΉ 300.
II. The loss is 25% of the selling price.
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If a is the average of the numbers 1, 2, 3 and x, what is the value of x?
I. x is an integer.
II. $$x = \frac{1}{2}(6a - x)$$
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If p% of x is 3, then what is p% of y?
I. p = 25, x = 12
II. p = 60, y = 50
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A and B'start a business jointly. Whatis Aβs share out of an annualprofit of βΉ 23,800?
I. A's investment is βΉ 1,20,000.
II. B's investment is $$12\frac{1}{2}\%$$ more than Aβs investment.
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If m is an integer and 10 < m < 100, then what is m?
I. One digit of m is 3 times the other.
II. Sum of the digits in m is 8.
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If x is a positive integer, is the G.C.D. of 300 and x a prime number?
I. x is a prime number.
II. 5 < x
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If a and b are two distinct two digit numbers that share the same digits, what is the value of a + b?
I. The difference between the two digits in each number is 7.
II. $$\mid a - b \mid = 63$$
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Is AB parallel to x-axis?
I. $$OA = \sqrt{11}$$
II. B = (2, 3)
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Is the non-negative integer n odd?
I. $$(36)^n$$ is odd.
II. $$(63)^n$$ is odd.
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In each of the questions, a sequence of numbers orletters or words orstrings of letters that follow a definite pattern is given. Each question has a blank space. This has to befilled by the correct answer from the four given options to complete the sequence without breaking the pattern.
4 DH : 12 LP :: 6FJ : .........
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GKXP : DQUV :: FLTR : ..........
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........... : Rain :: Blizzard : Snow
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105 : 150 :: 18 : ..........
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Knife : ............ :: Scissors : Cloth
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MK : .......... :: JH : 9
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2 : 12 :: ........ : 56
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15 : 26 :: 35 : ...........
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U.S.A. : Dollar :: Indonesia : .............
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$$\frac{N}{W} : \frac{41}{32} :: \frac{X}{L} : ........$$
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40, 39, 37, 34, .........., 25
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841, 529, ..........., 289
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1, 2, 6, 15, ..........., 56
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2A2, 4D3, 12G5, .........
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24, 60, 120, 210, ............
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5, 15, 35, 65, ................
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ACF, CFJ, EIN, ...........
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13, 25, 51, 101, 203, ............
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0, 3, 8, 15, 24, .........., 48
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225, 336, 447, .........., 669
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In the following questions pick the odd thing out :
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In a Hostel with 500 students, 238 read Newspaper A, 217 read Newspaper B, 206 read Newspaper C, 90 read Papers A and B, 70 read Papers B and C, 83 read Papers C and A, 27 read all the three Newspapers A, B and C. Based on this information, answer the following questions.
The number of students in the hostel who do not read any of the papers A, B and C is
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The number of students in the hostel who read only one paper among A, B and C is
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The number of students in the hostel who read exactly two Newspapers in A, B and C is
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The number of students in the hostel who read Newspaper A only is
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The number of students in the hostel who read Newspapers A and C but not paper is
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The table given below shows the production of four types of Cars A, B, C and D in the years 2010 to 2015. Based on the information given in the table answer questions

In the year 2013, which type of car had registered the highest percent of increase in production over its previous year?
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In which year, did car of type B register the highest percent of growth in production over its previous year?
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In the year 2014, what was the percentage growth ofall types of cars put together over its previous year, correct to two decimals?
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During the period 2010-2015, which type of car registered the production of the highest number of cars?
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The growth percent of the D type cars in the year 2013 over the year 2010, correct to two decimals, is
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The letters of the English alphabet are arranged around circle in clock-wise direction and are coded as follows :
A Vowel is coded as the next Vowelin the clockwise direction. A Consonant is coded as the next Consonantin the anti-clockwise direction.
For decoding, the reverse process is adopted. Using this coding and decoding process, answer the following questions
The code word for βNATURALβ is
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The code word for PEACE is
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The code word for βUNITYβ is
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The word that is coded as SQASG is
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The code word for FORTUNATE is
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The letters of the English alphabet are coded as follows:
For $$1 \leq n \leq 26$$, the $$n^{th}$$ letter is coded as the $$r^{th}$$ letter where r is the remainder obtained when 7n + 5 is divided by $$26 (1 \leq r \leq 26)$$. For decoding the reverse process is followed. Using this coding and decoding process, answer the questions.
The code for the word βANSWERβ is
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The code for the string PIXLY is
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The number of letters that remain unchanged after coding is
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The string of letters that is coded as TIGER is
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The string of letters that is coded as MYSON is
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Five bags A, B, C, D and E are piled one abovethe other. If A is above B, C is above D but below E, and D is above A, then which bagis in the middle?
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The angle between the minutes hand and the seconds hand when it is 3 hr. 26 min. 25 sec. in a clock is
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The number of seconds in $$\frac{11}{18}$$ of an hour is
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How many times do the hours hand and minutes hand of a clock overlap between 1 AM and 11 PM?
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A is the brother of B, B is the daughter of C, and D is the father of A. How is C related to D ?
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P and Q decided to meet at a venue at the scheduled time. After his arrival at 5.15 PM, P found that he came 50 minutes earlier than Q, who came 35 minutes late to the meeting. What is the scheduled time of the meeting?
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If $$a * b = \frac{a^2 + b^2}{ab}$$, then $$(1 * 2) * 3 =$$
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If D denotes division, M denotes multiplication, A denotes addition, and S denotes subtraction, then 4A3S12M16D4 =
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$$1 + \frac{1}{5} + \frac{1}{25} + \frac{1}{125} + \frac{1}{625} + ..... \infty =$$
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$$\left\{m \epsilon Z : \mid 2 - m \mid < 4\right\} =$$
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If x(β 0) $$\epsilon R$$, then $$\frac{1}{1 + x + x^2} + \frac{1}{1 + x + x^{-1}} + \frac{1}{1 + x^{-1} + x^{-2}} =$$
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If $$2^{2n - 1} = \frac{1}{8^{n - 3}}$$, then $$2^{n - 2} =$$
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If $$a + b + c = 0$$, then $$\frac{1}{x^a + x^{-b} + 1} + \frac{1}{x^b + x^{-c} + 1} + \frac{1}{x^c + x^{-a} + 1} =$$
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If $$a + b = 7, b + c = -3, c + a = -4$$, then $$a^3 + b^3 + c^3 =$$
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If $$\frac{2 + \sqrt{3}}{2 - \sqrt{3}} + \frac{2 - \sqrt{3}}{2 + \sqrt{3}} + \frac{\sqrt{3} - 1}{\sqrt{3} + 1} = a + b \sqrt{3}$$, then $$a + 4b =$$
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$$\sqrt{30 - 12\sqrt{6}} =$$
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If a : b = 5 : 8, then (4a + 5b) : (5a + 4b) =
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If n is the largest positive integer such that $$7^n$$ divides $$(68)!$$, then n =
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The binary equivalent of the number 199 is
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If $$0 \leq x < 19$$ and $$14x \equiv 6(modΒ 19)$$, then $$x =$$
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If $$a = \frac{\sqrt{5} + 1}{\sqrt{5} - 1}$$ and $$bΒ = \frac{\sqrt{5} - 1}{\sqrt{5} + 1}$$, then the value of $$a^2 + ab + b^2$$ is
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The largest power of 3 that divides $$(20)!$$ is
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The number among the following which is not a multiple of 33 is
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The descending order of the numbers $$5\sqrt{6}, 10\sqrt{3},Β 7\sqrt{5},Β 6\sqrt{7}$$ is
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Out of a total of 750 students each student studies at least one of the two subjects, Physics and Mathematics. If 40% of them study Mathematics and 70% study Physics, then the number of students who study both is
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If both the radius and height of a cylinder increase by 10%, then its volume increases by
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What percent on the cost price of an article should a business man mark onhis article so that he allows a discount of 30% on it and minimizes his loss to 2%?
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The selling price of an article is βΉ 75. If the profit percent is equal to its cost price, then the cost price ofthat article (in βΉ) is
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Two persons P and Q enter into a business with the investments βΉ 90,000 and 1,25,000 respectively. After 9 months Q withdraws his money from the business. If βΉ 32,340 is the profit at the end of the year, then the share ofP (in βΉ) is
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Three persons A, B and start a business with the investments in the ratio 3 : 4 : 5. After 3 months B invests an additional amount of 1/4th of his capital and C withdrew 1/5th of his capital. Ifthe annual profit in the business is βΉ 2,40,000, then Bβs share in the profit (in 2) is
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If $$a : b = 2 : 5$$, then $$a^2 - ab + b^2 : a^2 + ab + b^2 =$$
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Two water pipes A and B can fill an empty tank in 8 and 12 hrs. respectively and tap at, the bottom of the tank can empty the full tank in 9 hrs. If tap C is opened two hours after the pipes A and B are opened, then the total time (in hrs.) taken to fill the tank is
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A pumpcan fill an empty tank in 3 hours. Because of a leakage at the bottom ofthe tank, it took half an hour extra time. The time taken (in hours) to drain all the water from the full tank by the leakage is
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Three persons A, B and C together complete a work in 3 days; B and C together complete the work in 6 days; and A and C together complete the same work in $$4\frac{1}{2}$$ days. Then the number of days in which C alone can complete the work is
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A person A can turnout thrice as much work as B can do. B alone can complete that work in 20 days. After both of them worked together for 4 days, A left the work and B continued till the end. Then the time (in days) taken by B to complete the remaining work after A left the job, is
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A person A having completed 60% of the work in 15 days, calls another person B and they together finish the remaining work in 5 days. Then how many days B alone would have taken to do the whole work?
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A train crosses an electric pole in 15 seconds, and a platform of length 100 metres in 25 seconds. Then the length ofthe train (in metres) is
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A train travels at an average speed of 70 kmph and covers a distance of 140 km. The train travels the first 80 km at a speed of 60 kmph. Then the speed (in kmph) during the next 60 km is
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A sector area ofa circle of radius 14 om is $$\frac{154}{3} cm^2$$. Then the angle of the sector (in radious) is
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If the measures of the angles of a triangle are in the ratio 1 : 2 : 3 and if the length of the smallest side of the triangle is 10 cm, then the length of the fa side (in cm) is
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A cylindrical container of radius 6 cm and height 15 cm is filled with ice-cream. The entire ice-cream is divided equally among 10 children in the shape of cones surmounted by hemispherical tops. If the height of the conical ice-cream bow! is twice the diameter of its base, then the base radius of the cone is
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A circus tent is in the form of a cylinder surmounted by a cone. The radius of the base of the cylinder is 30 feet and its height is 10 feet. If the total height of the tent is 20 feet, then the volume of the air (in cubic feet) in the tent is
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If $$a = x^{b - c}, b = x^{c - a}, c = x^{a - b}$$, then $$a^a.b^b.c^c =$$
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A three digit number 4a3 is added to another three digit number 984 to give the four digit number 13b7 which is divisible by 11. Then $$(a + b)^2 = $$
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If $$x = \sqrt{5 + \sqrt{5 + \sqrt{5 + ......}}}$$, then which of the following is true?
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If a set A has 7 elements, then the number of subsets of A with at most 5 elements is
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The statement $$p \rightarrow (q \rightarrow r)$$ is equivalent to
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The statement $$(p \wedge q) \vee ((\sim p) \wedge q)$$ is equivalent to
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If A is a set such that n(A) = 5, then the number of symmetric relations that can be defined on A is
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The function $$f : R \rightarrowΒ R$$ defined by $$f(x) = 3x^2 + 5$$, for all $$x \epsilon R$$, is
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If A. B are two sets such that n(A) = 5, n(B) = 6, then the number of surjections that can be defined from A to B is
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The equation of the straight line passing through the point (7, -5) with slope $$\frac{-4}{5}$$ is
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If a line makes intercepts 5, 12 on X, Y axes respectively, then the length of the perpendicular drawn from the origin to the line is
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$$\tan 20^\circΒ \tan 40^\circΒ \tan 60^\circΒ \tan 80^\circ =$$
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The value of $$\cot (1950^\circ)$$ is
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$$(1 + \tan 95^\circ)(1 + \tan 130^\circ) =$$
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If $$0 < \theta < \frac{\pi}{2}$$ and $$\tan \theta + \sec \theta = 3$$, then $$\sin \theta =$$
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The angles of elevation of the top of a building measured from two points A, B on the horizontal ground and on the sameside of the building are respectively $$30^\circ, 60^\circ$$. If A, B and the foot of the building are collinear and AB = 400 metres, then the height of that building, in metres, is
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When the polynomial $$7x^3 - 3x^2 + ax - 5$$ is divided by $$x + 3$$, the remainder is -13. Then a =
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The relation R is defined on the set of all real numbers by R = {(a, b) $$\in$$ R $$\times$$ R/a - b is an integer}. Then R is
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The sum of all the 3 digit numbers which leave the remainder 1 when divided by 4 is
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If $$x + y + z = 0$$ and $$xyz = 5$$, then $$x^3 + y^3 + z^3 =$$
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In an arithmetic progression the ratio of $$15^{th}$$ term to $$7^{th}$$ term is 11 : 9. Then the ratio of $$12^{th}$$ term to $$8^{th}$$ term is
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The value of the term independent of x in the expansion of $$\left(3x - \frac{4}{x^2} \right)^9$$ is
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If $$C_r = ^{10}C_r$$, then the value of $$C_0 + 3.C_1 + 5.C_2 + ..... + 21.C_{10} =$$
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The sum to infinite terms of the progression $$6, 4\frac{4}{5}, 3\frac{21}{25}, ...........$$ is
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If A is an $$n \times n$$ matrix such that $$A^2 = I$$ and $$A$$ β $$A^2$$, then det(I + A) =
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If $$A = (a_{ij})$$ is a $$3 \timesΒ 3$$ matrix and $$a_{ij} = 4i + 7j$$ for $$1 \leq i, j \leq 3$$, then trace of 3A =
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$$\lim_{x \rightarrow 0} \frac{\tan^3 3x}{5x^3} =$$
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$$\lim_{x \rightarrow 0} \frac{e^{3x} - e^{4x}}{\sin 3x \cos 4x} =$$
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If $$x = \sin \theta + \theta \cos \theta$$ andΒ $$y = \cos \theta + \theta \sin \theta$$, then $$\frac{dy}{dx}$$ at $$\theta = \frac{\pi}{2}$$ is
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A, B are end points of the longest chord of a circle of radius 3 units. If O is the centre of the circle and C is a point on the circle such that AC = AO,then the perimeter of the triangle ABC is
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If the diagonals of a rhombus are 14 cm and 48 cm, then its area in square centimetres is
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If the y-intercept of the straight line (2 + 3k) x + (7 - 2k) y + (4k + 3) = 0 is 1, then k =
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If (0, 0), (0, 4), (3, 0) are vertices of a triangle, then the distance between the circumcentre and the orthocentre of the triangle is
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The mode of the frequency distribution given below is

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The arithmetic mean of the observations 29, 30, 31, ...., 289 is
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The median of the following data is

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The geometric mean of the observations 1, 4, 9, 27, 256 is
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If the standard deviation of 7, 10, 13, 16, ...., 121 is $$\sigma$$, then the standard deviation of 50, 71, 92, 113, ...., 848 is
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If 7 coins are tossed at random, then the probability that even number of heads appear is
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If two fair dice are thrown at random, then the probability that the sum of the digits on their faces is a prime number is
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The probability that A can solve a problem is $$\frac{7}{12}$$ and for B it is $$\frac{9}{17}$$. If both If both of them tryΒ independently, then the probability that the problem is solved is
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If the letters of the word WISDOM are permuted at random, then the probability that the vowels do not cometogether is
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If a number is chosen at random from the first 58 natural numbers, then the probability that the number chosen is a prime number is
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Choose the correct meaning of the word given :
Assiduous
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Statute
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Amnesty
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Close-fisted
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Ruminate
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Premise
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Fill in the blank choosing the correct word :
Sentimental longing is known as ...........
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The dog is now ............ It wonβt spoil your carpet.
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A philanthropist is one who generally ............
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The recipe calls for two ............ of milk.
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Securities in companies that are considered to be without risk are known as
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Intellectual capital implies
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βAgendaβ means
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Managerial Economicsis a branch of economics closely related to
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The traffic density of visitors to a retail outlet is.expressed in terms of..........
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Netiquette means
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The reversible transformation of data from the plain text to ciphertext is ..............
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A string of zeroes and ones used for authenticating sender of a document in computer communication is called
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CRT stands for
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Pixel stands for
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Choose the correct answer:
The passive form of the sentence βHe wrote a letter to his friendβ is
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The grammatically correct sentence among the followingis :
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A: You had your entrancetest yesterday. How did you do?
B: Alas! 1am undone. B is
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A: Why are you thinking of closing the factory?
B: Itβs because of my investment having gone down the drain.
B implies
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I ran into an old friend at the mall. The underlined phrase means
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A: Iam late to the practice. Can I go now and say sorry to the coach?
B: Letβs not try to meet her now. Sheβs in a temper.
The coach is
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I always take her advice with a pinch of salt.
The speaker implies that
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Fill in the blanks with the appropriate phrase/verb/preposition:
He .................. the favour of the chairman.
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The examination ........... begun by now, but hasnβt.
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The evening's function was disrupted .......... a major accident.
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The bride entered the hall late as it took time for her to ...........
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They always sit ............ to each other in the class, but they donβt talk.
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Children ought to live .......... their parentsβ expectations.
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I found the book which I .............. earlier.
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We decided that if it was fine, we ........... walk home.
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Read the following passage and answer questions:
What will man be like in the future-in 5000 or even 50,000 years from now? We can only make a guess, of course, but we can be sure that he will be different from what he is today. For man is slowly changing all the time.
Man, even five hundred years ago, was shorter than he is today. Now, on an average, men are about three inchestaller. Five hundred years is a relatively longer period of time, so we may assume that man will continue to grow taller.
Again, in the modem world we use our brains a great deal. Even so, westill use only 20% of its capacity. Gradually we shall have to use our brains more and eventually we shall need larger ones! This is likely to makethe head, particularly the forehead, to grow larger.
Now-a-days we use our eyes so much that very often they become weaker and we have to wear glasses. But in future manβs eyes will grow stronger. Since we tend to makeless use of our armsand legs, they are likely to grow weaker. However, fingers will grow more sensitive because of constant use. Hair will probably disappear from the body altogether in course of time as it does not serve any useful purpose. In the future then, both the sexes are likely to be bald.
All the same,inspite ofall these changes, future man will still have a lot in common with us. He will still be a human being, with thoughts and emotions similar to our own.
The test tells us a lot about how future man
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The reason for believing that future man will be differentis that he
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The larger forehead will be a consequence of
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The future man will probably
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The future manβs hair will
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Read the following passage and answer questions
A shot smashed the wing-mirror and I trod on the accelerator even harder trying to coax a little more speed out ofthe screaming engine. Beside me Priya was quite calm, but I could sense that she was as terrified as I was. She was clinging onto herseat so as not to be thrown on to me as we hurled round bends and comers, and bounced up and down on the rough surface. It was no more than cart track, really. My only thoughtwas to get to a town or village or at least to some sign of humanity β they would never dare shoot us down in cold blood in front of witnesses.
The little van was out of sight now round oneof the bends, but when we cameto an unexpectedly straight part of the lane, I could see it behind us in the driving mirror. Then there was a crash as our rear window exploded, a bullet whistled between our heads, and the windscreen shattered into a thick white fog.
βKnock it out, Priya! For Godβs sake, knockit out!β I screamed. Priya was sobbing, choking back fear and with her gloved hands she beat at the windscreen, using her hand bag as a hammer and managed to knock a hole through which I could see the road ahead. The wind blew the broken glass in and my lap and chest were covered withlittle pebbles of glasses. Nowan icy gale whistled through the hole and madeit difficult to see where
we were going. My eyes were watering andit was all I could make out the bendsinthelane.
The narrator, along with his companion, was driving fast because
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It was difficult to drive because
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The narrator thought that
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Priya had to knock the wind screen because
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The narrator couldn't see very well because
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Read the following passage and answer questions
Duty rounds the wholeoflife, from our entrance intoit until our exit from it. There is duty to superiors, duty to inferiors, and duty to equals. There is duty to man, and duty to God. Wherever there is power to use or to direct, there is duty.
The abiding sense of duty is the very crown ofcharacter. It is the upholding law of man in his highest attitudes. Withoutit the individual totters and falls before the first purr of adversity or temptation. Whereas, inspired byit, the weakest becomes strong and full of courage.
Duty is based upon a sense of justice β justice inspired by love, which is the most perfect form of goodness. Duty is not a sentiment, but a principle pervading life. It exhibits itself in conduct and in acts, which are mainly determined by manβs conscience and free will.
The voice of conscience speaksin duty alone. Withoutits regulating and controlling influence, the brightest and greatest intellect may be merely a light that leads us astray. Conscience sets a man upon his feet. Conscience is the moral governor of the heart. It is the governor of right action, right thought, right faith and right life. Only through its dominating influence can the noble and upright character be fully developed.
Duty is discovered in ...........
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Duty is an outward form of ...............
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Duty is bound up with ............
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Duty plays a vital role ..............
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The tone of the passage is ...............
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