Find the values of x and y.
(I) $$2x = 3y$$
(II) $$4x^{2} + 9y^{2} = 12 xy$$
TS ICET 2020 Question Paper Shift-1 (1st Oct)
In the 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.
Is the triangle ABC, an acute angled triangle?
(I) The sides of the triangle are in the ratio 4 : 5 : 7
(II) The Length of the longer side is 28 cm.
If a is an integer, 100 < a < 200. then what is the value of a?. then what is the value of a?
(I) a gives remainder 5 when divided by 10.
(II) a is divisible by 11 .
How many books were old this month in your shop?
(I) Last month ... 87 books were sold.
(II) The number of books sold this month was 2 times that of last month.
What is the height of the moutain .
(I) The angle of elevation of the top of the mountain is $$60^{\circ}$$.
(II) The top of the mountain is seen from a point which is on horizontal line with the base.
If a, b, c are in geometric progression, then a + b + c =
(I) a = 7.
(II) The third term of the progression is twice the first term.
What is the Mode of the frequency distribution?
(I) The arithmetic mean is 58.
(II) The total frequency is 100.
What is the percentage increase in profit of the company X in the year 2016 with respect to that in 2014?
(I) The profit of the company in 014 was Rs.1 lakh, which 10% more than that in 2015.
(II) Company's profit in 2016 was Rs.2 lakhs whkh was Rs.1 lakh more than that in 2014.
Let L be the set of straight lines in a plane. Is the relation S defined on L a reflexive relation?
(I) $$l_{1}, l_{2} ∈ L$$
(II) $$(l_{1}, l_{2}) ∈ S \leftrightarrow l_{1} \perp l_{2}$$
How many students are there in the school?
(I) Out of the total number of girl in the school, 25% belong to age group below 10 years and these are 150 in number.
(II) The ratio of girls to boys in the school is 5 : 7.
What is the average of $$x$$ and y ?
(I) $$x - y = 6$$
(II) $$x+ y = 16$$
Find the area of the rectangular field.
(I) The expenditure incurred in fencing along sides of the rectangle is Rs.30000
(II) Cost of fencing per feet is Rs.500.
ls the positive integer m divisible by 96?
(I) m is divisible by 12.
(II) (II) m is divisible by 8.
The arithmetic mean of integers r, s, t, u, v is 100. Are exactly two of these integers greater than 100.
(I) Three of the integers are less than 50.
{II) None of these integers is equal to 100.
If p, q are positive integers is p a multiple of q ?
(I) Every distinct prime factor of q is also a distinct prime factor of p.
(II) Every factor of q is also a factor of p.
Anil has 3 credits cards A,B and C. He owes balances on all the three card . Does he owe the greatest balance on the card B?
(I) The sum of the balances on card B and C is Rs.1350 which is 3 times the balance on card A.
(II) The balance on card B is 4/3 of the balance on card A and 4/5 of the balance on his card C.
Is the standard deviation of the ages of students in class A greater than standard deviation of the age of students in class B ?
(I) The difference between the ages of any two students in class A is always more than one year.
(II) No student in class B is more than 6 months older than any other student.
Is n an even integer?
(I) 6n is even.
(II) 71n is odd.
If Z is an integer, what is the units digit of $$Z^{3}$$ ?
(I) Z is a multiple of 5.
(II) $$\sqrt{z}$$ is an integer.
Wat is the ratio of discounted price of an item to its marked price?
(I) The discounted price is Rs.4 less than the marked price.
II) Discouned price is 20% les than the marked price.
For the following questions answer them individually
BACK : ___________ :: FRONT : 0921181723
SUWY : LPTX :. : PRTV : _________
1, 14, 39, ________, 155
A, D, J, P, ______
(MR, 31): (KM, 24) :: (IJ, 19): (PR, J)
Reading : Knowledge : : _______ : _________
Square : Cube :: Circle : ________
MAN : LNZBMO : : SUN : _____
MOUSE : KPSTC :: LIGHT : _________
BAND : CUPF : : CARE : ________
Note : In questions numbered 31 to 35 pick the odd thing out.
Each of the questions from 36 to 45 follows a definite pattern, observe the same and fill in the blanks with suitable ones.
0.5, 0.66, 0.75, 0.80, ________
$$2 + \sqrt{5} ; 9 + 4\sqrt{5}; 38 + 17\sqrt{5}$$; ________
D32, W34, _______, L33, H30, E32
-1, 0, 1, 8, 27, _______
8, 4, 4, 8, 32, _________
165, 195, 255, 285, 345, __________
WSQ, SQM, QM, MKG, _________
BC, EG, KM, _________
359, _____ ,535,623, ________
100, 1001, 11001, 110001, ______
The following table gives the classification of 100 students based on the marks obtained by them in Mathematics and Physics in an examination. Based on this information, answer the questions from 46 to 48.
The number of students scoring less than 40% marks in aggregate is
The number of students scoring less than 60% marks in aggregate is
The number of students scoring less than 80% marks, but more than 60% marks in aggregate is:
Based on the following bar diagram, answer the questions from 49-53.
The ratio of amount of Vitamin C in 500 grams of Cabbage to 500 grams of Cauliflower is
How many grams of Carrot you require to get 900 mgs of Vitamin C ?
Which of the following vegetables gives maximum vitamin C?
A person consumed 150 gm of Spinach and 150 gms of Tomato on same day. The amount of vitamin C (in m.gms) he consumed on that day is
The total amount (in m.gms) of vitamin C available in 500 gms of Pepper and 300 gms of Broccoli is
Using the following Venn diagram answer the questions 54 and 55.
The area that represents contract employees who work in government sector but not post graduates is
The region that represents employee in the government sector who are also post graduates is
Read the following questions and answer the following
In a code language, DISTANCE is written as IDTUBECN and DOCUMENT is written as ODDVNTNE. How is THURSDAY written in that language?
In a certain code, MONKEY is written as XDJMNL. How is TIGER written in that code?
If GOLD is coded a HOME, COME i coded as DONE, how would you code SONS?
If CENTURY is coded a AGLVSTW, then the code for SACHIN is
If DIAMOND is coded as VQYMKKLV, how is FEMALE coded?
For the following questions answer them individually
In a certain code the word PHONE is coded as DMNGO, then BUILT is coded as
In a certain code MASTER is coded as QISREL, then STUDENT is coded as
In a certain code language the word PRINCE is coded as 144 and the word KING is coded as 91, then in the same language MINISTER is coded as
In a certain code language, the words ENGINEER and DOCTOR are coded respectively as 29 and 15 then in the same language TEACHER is coded as
If the word BANKER is coded as LISCEP, then in PENCIL is coded as
If a person take birth on $$14^{th}$$ April 1992. which was a Sunday, then on which day of the ,week does his birthday fall in 1993?
The angle between the minute hand and the hour hand of a clock at 3 hours 40 minutes is
The smaller angle between the two hands of a clock at 3.49 pm, in degrees is
A woman pointing a man tells that his mother is the only daughter of my father. How is the man related to woman?
A bus $$B_{1}$$ arrives at a, station S, 50 minutes late, but it arrives 30 minutes before another bus $$B_{2}$$ which reaches the station S 20 minutes early than its scheduled time 3.40 pm. Then the scheduled time of arrival of bus $$B_{1}$$ and station S is
A person starts from his house and walks 80 meters towards West, then he walks 60 meter meters towards his left, then 80 meters towards West and then 40 meters towards South, finally, he turns right and walks 50 meters. What is the horizontal distance covered by him from his house? (in meters)
Four persons A, B, C and D live in different towns which are located as
i) B is to the South West of A;
ii) C is to the East of B and is also to the South East of A:
iii) D is to the North of C in line with B and A;
What is the direction of A relative to D?
If $$a* b = ab +\frac{1}{ab} + a + \frac{1}{b}$$ then $$(-1) * (2 * 1) = $$
If $$a \triangle b = \frac{a}{b} + \frac{b}{a}$$ and $$a * b = ab + \frac{1}{ab}$$ then $$(1 \triangle 2) * 4 =$$
If $$a \oplus b = a^{2} + b^{2}, a \ominus b = a^{2} - b^{2}$$ then $$(2 \oplus 3) \ominus 13 = $$
If $$a (\sqrt[3]{x^{2}}) + a(\sqrt[3]{x}) + c = 0$$ then $$a^{3}x^{2} + b^{3}x + c^{3} = $$
If s, t are rational numbers such that $$(3^{t-2})$$ X $$(2^{s+3})^{3} = 432$$, then 4t - 5s=
A bag contains the coins of denomination of Rs.5. Rs.2, and Rs.1 in the ratio of 2 : 3 : 5 respectively. If total value of the money in the bag is Rs.2100, then how many Rs.5 coins are there in the bag?
The shares of two persons P and Q in a company are in the ratio 3 : 7. The company have each of them 20 additional shares, as a result of which, the ratio got altered to 1 : 2. How many shares of company does Q now hold?
$$x = \sqrt[3]{p + \sqrt{p^{2} + q^{3}}} + \sqrt[3]{p - \sqrt{p^{2} + q^{3}}}$$, then $$x^{3} + 3qx - 2p = $$
If $$x = \sqrt{3} + \sqrt{2}$$, then $$x^{3} + \frac{1}{x^{3}} =$$
The least values of $$x$$ and y, respectively, so that 7$$x$$342y is divisible by 88 are
A natural number m is multiplied by 11 and then 22 is added to the product. The result is a multiple of 17, Then the smallest value of m is
The smallest positive integer which is perfect square and is also divisible by 15, 18 and 24 is
The smallest positive integer which when subtracted from 3000 is divisible by 7, 11 and 13
If 3.8$$\overline{12} = \frac{p}{q}$$ where p, q are positive integers with no common factors, except 1, then 2q + p =
If the reciprocal of the sum of the reciprocals of $$\frac{3}{5},\frac{5}{7},\frac{4}{9}$$ is $$\frac{p}{q}$$ when p, q positive integers with GCD 1, then 3q - 5p =
The biggest number among the following is
$$\sqrt{10} - 3, \sqrt{13} - 2\sqrt{3}, \sqrt{5} - 2, 3 -2\sqrt{2}$$
$$\frac{(1.73)^{2}-(1.73)(1.27)+(1.27)^{2}}{(1.73)^{3} + (1.27)^{3}}$$
If p% of 96 is equal to q% of 21, then $$\frac{1}{3p}$$% of 5q is equal to
When numerator of a fraction is increased by 15%, and denominator is decreased by 8%, the fraction becomes $$\frac{15}{16}$$. What is the original fraction?
A merchant purchases 11 bags for Rs.900 and sells 9 for Rs. 1100. Then profit percent the gets in this business is
A person buys an article for a discount of 10% on its marked price Rs.1200. If, in turn, he sells it for Rs,1200, then profit percent is
A person started a business with Rs.15 lakhs. After 2 months, B joined A as a partner and after 4 more months C joined A and B as a partner. At the end of the year, they shared the profit in the ratio 9 : 8 : 5. Then the ratio of the capitals of B and C was
The initial capitals. of two persons A and B in a partnership business are Rs.40 lakhs and Rs.60 lakhs, respectively. After 4 months each of them invested Rs.10 lakhs. If the profit at the end of the year is Rs.13.6 lakhs, then the difference in their profits in lakhs of Rupees is
Two pipes A and B can fill an empty cistern in 6 hours and 8 hours, respectively. After opening both the pipes simultaneously, pipe B is closed after X hour and A filled the rest of the tank in 4 hours. Then X =
Two pipes $$P_{1}$$ and $$P_{2}$$ can fill a tank in 15 minutes and 20 minutes respectively. Both the pipes are opened simultaneously, but after 4 minutes, pipe $$P_{1}$$ is turned off. What is the total time required to fill the tank?
Walking at $$\frac{2}{3}rd$$ of my normal speed, I am an hour late to office. Then the normal time I take in travelling to office is
The circumference of a cart wheel is $$4\frac{2}{7}$$ meters and it makes 7 revolutions in 4 seconds. Then the speed of the cart (in kmph) is
There are three workers Ram, Tom and Jill who take 3 hour. 2 hours and 4 hours respectively, for manufacturing a toy by themselves. How long would it take if all three workers worked together. (in hours)
Three persons A, B and C working alone, can complete a piece of work in 10, 15, and 40 days respectively. A and C started working together, after 5 days, C quits and is replaced by B, The number of days required to complete the work is
The smallest side of a right angled triangle is 7 cm less than the side of square of perimeter 52 cm. The second largest side of that triangle is equal to the length of the rectangle of area 72 sq cm., whose breadth is 8 cm. The length of the largest side of the right angled triangle is (in cms)
The area of the four walls of a room is 128 sq.m. If the length, the breadth are equal and the height of the wall is equal to 4 meters , the area of the floor of the room (in sq.m) is
The diagonal of a cube is $$6\sqrt{3}$$ meters. Its volume is (in cubic meters)
If curved surface area of the cylinder with meters height is 220 sq.mts. Its volume (in cu mts) is
The ratio of diameter to height of a right circular cylinder is 6 : 5. If the diameter gets reduced by 25%, then its total surface area is reduced by 338.25 sq.meters. Then the circumference of the base of original cylinder is
A circular tent with a cone on top is to be constructed as shown in the given diagram. The canvas (in sq.m) required to erect the tent is
$$193m^{3}$$ of water is poured in a tank having a square base. The water reaches a level that is three times the length of the base. Then area of the base is (in $$m^{2}$$)
Convert $$(102)_{7}$$ into decimal representation.
If $$|x| \leq 2$$, which one of the following has the largest (greatest) possible absolute value?
The converse of the following statement is
'If a triangle is equilateral then it i5 isosceles'
Which one of the following statements is true?
If A, B, C are sets, then $$(A-B) - (B-C) =$$
For $$x \neq -1$$, define $$\frac{x - 1}{x + 2}$$, then $$f(x) = \frac{f(x) - f(y)}{1+f(x)f(y)}$$
If $$f : R \rightarrow R$$ and $$g : R \rightarrow R$$ are functions defined by $$f(x) = 3x - 2$$ and $$g(x) = x^{2} + 1$$ then $$(gof^{-1})(2)= $$
The equation of a line perpendicular to $$y = 3x + 1$$ and passing through (1, 1) is
A line makes intercepts a and b on the coordinate axes such that a+b = 5 and ab = 6
The equation of such a line is
$$\cot (-840^{\circ}) + \cosec (330^{\circ}) + \sec (1020^{\circ}) - \sin (-1320^{\circ}) =$$
$$\tan^{2} \frac{\pi}{3} + \cot^{2} \frac{\pi}{4} - \sec^{2} \frac{\pi}{3} + 8\cos^{2}\frac{\pi}{6}=$$
If $$A + B =\frac{\pi}{4}$$, then $$(1 + \tan A)(1 + \tan B) =$$
A man walking away from the foot of a cliff 150 meters high observes that it take 2 minutes to change the angle of elevation of the top of the cliff from $$60^{\circ}$$ to $$45^{\circ}$$. His walking speed in kmph is
If $$\alpha$$ and $$\beta$$ are two roots of the equation $$ax^{2} + bx + c = 0$$, then $$a + \beta$$ and $$\alpha \beta$$ are respectively
If $$\alpha, \beta, \gamma$$ are zeros the polynominal of $$ax^{2} + bx^{2} + cx + d$$, then the polynominal zero are $$\frac{1}{\alpha}, \frac{1}{\beta}, \frac{1}{\gamma} =$$
The remainder when $$f(x) = 4x^{3} - 3x + 9$$ is divided by $$3x - 2$$ is
If $$px^{2} + qx + 17$$ leaves remainder -5, 13 when divided by $$x - 5x + 7$$, respectively. Then $$3p -q =$$
Vishal's age is at present four times the age of Jahnavi. After 8 years, Vishal's age will be 2.5 times Jahnavi's age. In another eight years, how many times will be vishal's age, as compared to Jahnavi's age?
A rational number becomes $$\frac{1}{4}$$ when 7 is subtracted from the numerator and 3 is added to the denominator. The same number becomes 2 when 1 is added to the numerator and is subtracted from the denominator. The number is
The sum of eight terms of an A.P. is 316 and the difference between the first and the eighth terms is 91 . What is its first term?
If 5 times the $$5^{th}$$ term of an A.P. is equal to 13 times of its $$13^{th}$$ term, then the $$18^{th}$$ term of the A.P. is
What is. the number of terms the expansion of $$(a^{2} + 2ab + b^{2})^{10}$$
The coefficient of $$x^{-3}$$ in the expansion of $$\left(2x^{2} + \frac{1}{x}\right)^{12}$$ is
If $$A =\begin{bmatrix}a & b \\c & d \end{bmatrix}$$ and $$|A| = 5$$, then the determinant of $$\begin{bmatrix}4a & 4b \\3c & 3d \end{bmatrix}$$
If $$A =\begin{bmatrix}0 & 0 & 1 \\0 & 1 & 0\\ 1& 0 & 0 \end{bmatrix}$$ and $$B =\begin{bmatrix}-1 & 0 & 0 \\0 & -1 & 0\\ 0 & 0 & -1 \end{bmatrix}$$, then then $$A^{99}B^{100} + B^{99}A^{100}$$
$$\lim_{x \rightarrow 1}\frac{x^{2} -\sqrt{x}}{\sqrt{x} - 1} = $$
The derivative of $$f(x) = \frac{x^{3}+3}{x-1}$$
In the adjacent figure AD is the bisector of $$\llcorner$$A. AC =
In the quadrilateral $$\llcorner$$ MNP shown below PN = 8, MQ $$\perp$$ LN and MQ = 6. If the area of $$\triangle$$ LNP = 32. then the area of $$\triangle$$ LMN =
In the adjacent figure, the length of the tangent PT given that OA = 15 cm and AP = 10 cm (in cm) is
If the point (1, 4) is the centroid of a triangle ABC with verticies A(4,-8), B(-9, 7), then the distance AC in units is
The points A(2,-3), B(6, 5), C(-2, 1) and D(-6, -7) form
If the arithmetic mean of a, b, 7 is 13, then the arithmetic mean of $$a + 3, b - 5$$ and 6 is
Median of the data 14, 2, 8, 5, 12, 41, 16,3 is
What is the mode of the following data?
The standard Deviation of the following 13 observations is
73, 74, 75, ...., 85
If $$ \sigma$$ is the standard deviation of the observatins $$x_{1}, x_{2}, ... , X_{n}$$, then the standard deviation of $$12x_{1} + 13, 12x_{2} + 13, ..... 12x_{n} + 13$$ is
A computer, while calculating the correlation coefficient between two variables X and Y, obtained the following results:
$$N = 25, \sum_{}^{}x= 125, \sum_{}^{}y= 100, \sum_{}^{}x^{2}= 650, \sum_{}^{}y^{2}= 460$$ and $$\sum_{}^{}xy= 508$$
At the time of checking, it is found that it copied two pairs of observations as
in the place of correct pairs
.The correct value of the coefficient of con-elation r is
A and B are two events such that $$P(A) = \frac{2}{3}, P(\overline{A}\cap B) = \frac{1}{6}$$ and $$P(A\cap B) = \frac{1}{3}$$, ther $$P(\overline{A}\cup B) = $$
Three dice are rolled. What is the probability of getting a total of 5
If $$P(A) = 0.7, P(\overline{B}) = 0.45$$ and $$P(\overline{A} \cup \overline{B}) = 0.6$$, then $$P(A \cup B) =$$
A box has 5 white and 2 red balls. Another box has 3 white and 4 red balls. One ball is randomly seleckd from the first box and it is transferred to second box. Then one ball is randomly drawn from the second box. The probability that it is red is
Choose the correct word/ Correct Meaning of the Word/Fill in th Blanks with correct word /Phrase / Verb/ Preposition
Ordeal
Acmuen
Novice
Timorous
Tacit
Burly
________ in the idea of democracy is the notion of individual liberty
After retiring from the army, he missed the ______ of fellow soldiers.
The Judge told the convicted man that he would come to _______ his decision to commit the crime.
An unexpected piece of good fortune is _______
Decrease in value of an asset over a period of time is called _________.
The speed of a supercomputer is measured in _______ .
A computer program that performs tasks that the user wishes to perform is known as _____
The list of events to be discussed or done at a meeting or business event is called _______.
A type of computer that can be carried easily and which has no physical keyboard or track pad is known as ________·
A reduction in expenditure is known as ______.
The four Ps of Marketing are expanded as _____________.
Language designed specifically for scientific computing is _________.
Classical organization theory looks at an organization _________.
The process of motivating employees to retire from the service prematurely by paying them substantial cash is called giving __________
A person whose abilities are not fully known
A: "The curtains look faded. Should we change them?"
B: "Money doesn't grow on trees."
"B" is
Switch on the computer. (Change the voice)
A: 'Have you taken up your new job?'
B: 'Not yet. I am made to cool my heals as my boss is undecided about my as assignment.'
In this conversation 'B' implies that he
A: Naveen looks quite happy these days.
B: Why wouldn't he be! His marriage is on the cards.
'B' implies that Naveen's
After retirement, Mr Mishra is thinking of resting on his oars.
The underlined expression means
This has to be done by next week. We must get our act together before it is too late.
The underlined expression means
Every now and then she would __________ a remark.
My daughter along with her children ________ to watch a movie about animals and their habitats
The old man climbed five floors hardly with _________ at all.
All the passengers _________ COVID-19 screening before they move to the departure gates.
Switzerland is known for its ________ environment
Sometimes a students intelligence is not fully appreciated _______ he/she gets an opportunity to show it.
Child labour is one of the critical socio-economic _____ urgent attention in India.
Rajni was always ahead of Ramesh in studies. However, Ramesh worked hard and _____ with Rajni.
We often worry about lying awake in the middle of the night - but it could be good for you. A growing body of evidence from both science and history suggest that the eight-hour sleep may be unnatural.
In the early 1990s. psychiatrist Wehr conducted an experiment in which a group of people were plunged into darkness for 14 hours every day for a month, It took some time for their sleep to regulate but by the fourth week the subjects had settled into a very distinct sleeping pattern. They slept first for four hours, then woke for one or two hourss before "falling into a second four-hour sleep. Though sleep scientists were impressed by the study, among the general pub he the idea that we must sleep for eight consecutive hours persists.
In 2001, historian Roger Ekirch of Virginia Tech published a seminal paper, drawn from 16 years of research, revealing a wealth of historical evidence that humans used to sleep in two distinct chunks. Roger Ekirch says a 1595 engraving by Jan Saenredam is evidence of activity at night. His book "At Day's Close: Night in Times Past." published four years later unearths more than 500 reference to a segmented sleep pattern in diaries court records, medical boob and literature, from Homer's Odyssey to an anthropological account of modern tribes in Nigeria.
Ekirch found that references to the first and second sleep started to disappear during the late $$17^{th}$$ century. This started among the urban upper classes in northern Europe and over the course of the next 200 years filtered down to the rest of western society. By the 1920s the idea of a first and second sleep had receded entirely from our social consciousness. He attributes the initial shift to improvements in street lighting, domestic lighting and a surge in coffee houses - which were sometimes open all night. As the night became a place for legitimate activity and as that activity increased the length of time people could dedicate to rest dwindled.
Vhich of the following assumptions is the writer questioning here?
Who conducted sixteen years of research on sleep patterns of people?
What reasons did Ekrich give to explain reduced periods of rest?
In wehr's experiment how long did the people take to adjust to the new sleeping pattern?
Which word in the passage means the means as 'hold responsible for'?
The United States and Canadian governments are mounting a defence against Russian invasion. No, the clock has not been turned back. These invaders are Asian gypsy months, foliage-chomping insects that can cause billions of dollars in damage. Experts believe they entered North America from Russia last year in egg masses attached to grain vessels. The larger Asian gypsy moth is more voracious feeder than the common North American strain and can feed on pacific northwest tree species. Unlike the flightless North American female, an Asian female can fly 20 miles between mating and egg -laying. The United States Health Inspection Service is barring from west coast ports ships found carrying egg masses. The Tacoma and Portland areas, as well as Vancouver. British Columbia has been sprayed with a bio-pesticide.
The word 'strain' in the passage means
Which of the following words refers to the eating habits of Asian moths?
The author calls the increase in Asian gypsy moths as 'Russian invasion'
Which of the folloing statements is not given in the passage?
The idiom "clocks haven't turned back" in the context of the passage means
Most investigators concur that certain facial expressions suggest the same emotions all people. Moreover, people in diverse cultures recognise the emotions manifested by the facial expressions. In classic research Paul Ekman took photographs of people exhibiting the emotions of anger, disgust, fear, happiness and sadness. He then asked people around the world to indicate what emotions were being depicted in them. Those queried ranged from European college students to members of the Fore, a tribe that dwells in the New Guinea highlands. All groups, including the Fore who had almost no contact with Western culture, agreed on the portrayed emotions. The Fore also displayed familiar facial expressions when asked how they would respond if they were the characters in the stories that called for basic emotional response. Ekman and his colleagues more recently obtained similar results in a study of ten cultures in which participants were permitted to report that multiple emotions were shown by facial expressions. The participants generally agreed on which two emotions were being shown and on which emotion was more intense.
what does the word 'concur' in the passage refer to?
What was the purpose of the experiment?
Who are members of Fore?
What was the group of people on whom subsequent researches were conducted to obtain similar results as earlier?
What was the additional outcome of suhsequent investigation by Ekman?
