5411 + Interview Questions in Quantitative Aptitude Page 14 InterviewSolution

651.	The movies this week are showing in the following theaters: Theatre 1ShoutTheatre 2AbraCadabraTheatre 4JealousyTheatre 5FlyTheatre 6Mist Shout is doing the most business, followed by Trek and, to the management's surprise, Mist. The management wants to move Mist to a larger theater. Which theater is the most logical?
Answer» The movies this week are showing in the following theaters: $\begin{matrix} Theatre 1 & Shout Theatre 2 & AbraCadabra Theatre 4 & Jealousy Theatre 5 & Fly Theatre 6 & Mist \end{matrix}$ Shout is doing the most business, followed by Trek and, to the management's surprise, Mist. The management wants to move Mist to a larger theater. Which theater is the most logical?

651.

The movies this week are showing in the following theaters: Theatre 1ShoutTheatre 2AbraCadabraTheatre 4JealousyTheatre 5FlyTheatre 6Mist Shout is doing the most business, followed by Trek and, to the management's surprise, Mist. The management wants to move Mist to a larger theater. Which theater is the most logical?

Answer»

The movies this week are showing in the following theaters:

$\begin{matrix} Theatre 1 & Shout Theatre 2 & AbraCadabra Theatre 4 & Jealousy Theatre 5 & Fly Theatre 6 & Mist \end{matrix}$

Shout is doing the most business, followed by Trek and, to the management's surprise, Mist. The management wants to move Mist to a larger theater. Which theater is the most logical?

Discussion

652.	If O is the centre of the circle in the given figure and XY = ZX, then find the value of `a'.
Answer» If O is the centre of the circle in the given figure and XY = ZX, then find the value of `a'.

652.

If O is the centre of the circle in the given figure and XY = ZX, then find the value of `a'.

Answer»

If O is the centre of the circle in the given figure and XY = ZX, then find the value of `a'.

Discussion

653.	The figure below shows the plan of a town. A person "X" rides his bicycle from house at A to office at B, taking the shortest route. The number of shortest paths that he can choose is:
Answer» The figure below shows the plan of a town. A person "X" rides his bicycle from house at A to office at B, taking the shortest route. The number of shortest paths that he can choose is:

653.

The figure below shows the plan of a town. A person "X" rides his bicycle from house at A to office at B, taking the shortest route. The number of shortest paths that he can choose is:

Answer»

The figure below shows the plan of a town. A person "X" rides his bicycle from house at A to office at B, taking the shortest route.
The number of shortest paths that he can choose is:

Discussion

654.	If Rs. 500 amounts to 583.20 in two years compounded annually, the rate of interest per annum is?
Answer» If Rs. 500 amounts to 583.20 in two years compounded annually, the rate of interest per annum is?

Discussion

655.	A straight line L is perpendicular to the line 5x - y = 1. The area of the triangle formed by the line L and coordinate axes is 5. Find the equation of the line:
Answer» A straight line L is perpendicular to the line 5x - y = 1. The area of the triangle formed by the line L and coordinate axes is 5. Find the equation of the line:

Discussion

656.	A garrison of 120 man has provision for 30 days. At the end of 5 days:5 more men joined them. How many days can they sustain on the remaining provision?
Answer» A garrison of 120 man has provision for 30 days. At the end of 5 days:5 more men joined them. How many days can they sustain on the remaining provision?

Discussion

657.	What is the remainder obtained when 96! is divided by 97 ?
Answer» What is the remainder obtained when 96! is divided by 97 ?

Discussion

658.	What is the core of the below size pattern?
Answer» What is the core of the below size pattern?

Discussion

659.	How to solve a value which has power 3/2?
Answer» How to solve a value which has power 3/2?

Discussion

660.	If B is given space 2, which of the following must be true?
Answer» If B is given space 2, which of the following must be true?

Discussion

661.	[\|x\|]=4,then interval of x is
Answer» [\|x\|]=4,then interval of x is

Discussion

662.	A supplier provides imported TV'S to a retailer each year. Each TV costs Rs 10000 for the supplier. 5% of the TVs are defective and they are replaced without extra cost. If the supplier still makes a profit of 20% , what is the SP of each TV to the retailer?
Answer» A supplier provides imported TV'S to a retailer each year. Each TV costs Rs 10000 for the supplier. $5 %$ of the TVs are defective and they are replaced without extra cost. If the supplier still makes a profit of $20 %$ , what is the SP of each TV to the retailer?

Discussion

663.	A car driver starts at 90 kmph and he increases his speed in every 2 hours by 3 kmph (i.e. he increases by 3 kmph at the start of 2 hours and remains constant throughout the next 2 hrs). What is the maximum distance covered by him in 24 hours?
Answer» A car driver starts at 90 kmph and he increases his speed in every 2 hours by 3 kmph (i.e. he increases by 3 kmph at the start of 2 hours and remains constant throughout the next 2 hrs). What is the maximum distance covered by him in 24 hours?

Discussion

664.	If α and β(α<β) are two different real roots of the equation ax2 + bx +c = 0, then
Answer» If α and β(α $<$ β) are two different real roots of the equation a $x^{2}$ + bx +c = 0, then

Discussion

665.	Assertion : ABCD and PQRC are rectangles and Q is mid - point of AC. Then DP = PC.Reason : The line segment joining the mid - points of any two sides of a triangle is parallel to the third side and equal to half of it.Which of the following is correct?
Answer» Assertion : ABCD and PQRC are rectangles and Q is mid - point of AC. Then DP = PC. Reason : The line segment joining the mid - points of any two sides of a triangle is parallel to the third side and equal to half of it. Which of the following is correct?

Discussion

666.	If tan(A−B)=1 , sec(A+B)=2√3, then the smallest positive value of B is,
Answer» If $t a n (A - B) = 1, s e c (A + B) = \frac{2}{\sqrt{3}},$ then the smallest positive value of B is,

Discussion

667.	Each zone is given as many points as the number of companies who sold Frisbees in it. If there is exactly one zone where no company sold Frisbees, then the aggregate number of points given to all the zones is
Answer» Each zone is given as many points as the number of companies who sold Frisbees in it. If there is exactly one zone where no company sold Frisbees, then the aggregate number of points given to all the zones is

Discussion

668.	Mark the correct alternative in each of the following:54-76--23=(a) 34 (b) -34 (c) -712 (d) 712
Answer» Mark the correct alternative in each of the following: $\frac{5}{4} - \frac{7}{6} - \frac{- 2}{3} =$ (a) $\frac{3}{4}$ (b) $- \frac{3}{4}$ (c) $\frac{- 7}{12}$ (d) $\frac{7}{12}$

Discussion

669.	For which of the following students, is it not possible to determine the exact number of subjects in which they obtained a grade point of 2?
Answer» For which of the following students, is it not possible to determine the exact number of subjects in which they obtained a grade point of 2?

Discussion

670.	If no two children can work simultaneously so that each task is done one after the other, then at most what amount will be the given to get all the tasks done?
Answer» If no two children can work simultaneously so that each task is done one after the other, then at most what amount will be the given to get all the tasks done?

Discussion

671.	In the equilateral triangle ABC, AD = DE = BE, D and E lies on the AB. If each side of the triangle (i.e., AB, BC and AC) be 6 cm, then the area of the shaded region is :
Answer» In the equilateral triangle ABC, AD = DE = BE, D and E lies on the AB. If each side of the triangle (i.e., AB, BC and AC) be 6 cm, then the area of the shaded region is :

Discussion

672.	Find the area of the region that comprises all points that satisfy two conditions x2 + y2 + 6x + 8y ≤0 and 4x≥3y
Answer» Find the area of the region that comprises all points that satisfy two conditions x $^{2}$ + y $^{2}$ + 6x + 8y $\leq$ 0 and 4x $\geq$ 3y

Discussion

673.	Let f(x)=\|\|x\|−1\|,g(x)=15∣∣2x2−7x+5∣∣ and [x] be the greatest integer ≤x. If A1 denote the area of the region bounded by y=f(x), y=g(x), x=−1 and A2 denote the area of the region bounded by y=f(x), y=g(x), x=1 and y−axis, then 45A1A2 is
Answer» Let $f (x) = \| \| x \| - 1 \|, g (x) = \frac{1}{5} ∣ ∣ 2 x^{2} - 7 x + 5 ∣ ∣$ and $[x]$ be the greatest integer $\leq x$ . If $A_{1}$ denote the area of the region bounded by $y = f (x),$ $y = g (x),$ $x = - 1$ and $A_{2}$ denote the area of the region bounded by $y = f (x),$ $y = g (x),$ $x = 1$ and $y -$ axis, then $45 A_{1} A_{2}$ is

Discussion

674.	Q5. Consider the following statements about Crypto jacking: 1. Crypto jacking is defined as the secret use of your computing device to mine crypto currency. 2. Crypto jacking used to be confined to the victim knowingly installing a program that secretly mines crypto currency. Which of the statements are correct?
Answer» Q5. Consider the following statements about Crypto jacking: 1. Crypto jacking is defined as the secret use of your computing device to mine crypto currency. 2. Crypto jacking used to be confined to the victim knowingly installing a program that secretly mines crypto currency. Which of the statements are correct?

674.

Q5. Consider the following statements about Crypto jacking: 1. Crypto jacking is defined as the secret use of your computing device to mine crypto currency. 2. Crypto jacking used to be confined to the victim knowingly installing a program that secretly mines crypto currency. Which of the statements are correct?

Answer»

Q5. Consider the following statements about Crypto jacking:

1. Crypto jacking is defined as the secret use of your computing device to mine crypto currency.

2. Crypto jacking used to be confined to the victim knowingly installing a program that secretly mines crypto currency.

Which of the statements are correct?

Discussion

675.	What is the remainder when (1)7+(71)77+(771)777+(7771)7777+(77771)77777+(777771)777777 is divided by 50?
Answer» What is the remainder when $(1)^{7} + (71)^{77} + (771)^{777} + (7771)^{7777} + (77771)^{77777} + (777771)^{777777}$ is divided by 50?

Discussion

676.

A batsman is to be selected for a cricket team. The choice is between X and Y on the basis of their scores in five previous tests which are: X 25 85 40 80 120 Y 50 70 65 45 80 Which batsman should be selected if we want,(i) a higher run getter, or(ii) a more reliable batsman in the team?

Answer»

A batsman is to be selected for a cricket team. The choice is between X and Y on the basis of their scores in five previous tests which are:

X	25	85	40	80	120
Y	50	70	65	45	80

Which batsman should be selected if we want,

(i) a higher run getter, or

(ii) a more reliable batsman in the team?

Discussion

677.	If the Organizers wants to ensure that all routes from S to T get the same number of participants, then a feasible set of task time (in hours) at junctions A, B, C, and D respectively to achieve this goal is:
Answer» If the Organizers wants to ensure that all routes from S to T get the same number of participants, then a feasible set of task time (in hours) at junctions A, B, C, and D respectively to achieve this goal is:

Discussion

678.	Q34. Two number are in the ratio 7 : 11. If 7 is added to each of the numbers, the ratio becomes 2 : 3. The smaller number is
Answer» Q34. Two number are in the ratio 7 : 11. If 7 is added to each of the numbers, the ratio becomes 2 : 3. The smaller number is

Discussion

679.	If during the entire day from 8:00 hrs, no devotee left the precinct only at 9:00 hrs, then how many times did exactly 2 devotees leave the precinct together?
Answer» If during the entire day from 8:00 hrs, no devotee left the precinct only at 9:00 hrs, then how many times did exactly 2 devotees leave the precinct together?

Discussion

680.	The sum of first 20 terms of an AP is one-third of the sum of next 20 terms. If the first term is 1, then find the sum of first 30 terms.
Answer» The sum of first 20 terms of an AP is one-third of the sum of next 20 terms. If the first term is 1, then find the sum of first 30 terms.

Discussion

681.	A bookshelf can accommodate 6 books from left to right. If 8 identical books on each of the languages A, B, C and D are available, in how many ways can the bookshelf be filled such that books of the same language are not put adjacent to each other?
Answer» A bookshelf can accommodate 6 books from left to right. If 8 identical books on each of the languages A, B, C and D are available, in how many ways can the bookshelf be filled such that books of the same language are not put adjacent to each other?

Discussion

682.	The solution set of 2xx2−9≤1x+2 is
Answer» The solution set of $\frac{2 x}{x^{2} - 9} \leq \frac{1}{x + 2}$ is

Discussion

683.	Two circles with equal radii areintersecting at the points (0, 1) and (0,-1). The tangent at the point (0, 1) t oneof the circles passes through the centerof the other circle. Then the distancebetween the centers of these circles is
Answer» Two circles with equal radii areintersecting at the points (0, 1) and (0,-1). The tangent at the point (0, 1) t oneof the circles passes through the centerof the other circle. Then the distancebetween the centers of these circles is

Discussion

684.	The relation between x and y such that the point P (x,y) is equidistant from the points (7, 1) and (3, 5) is .
Answer» The relation between $x and y$ such that the point P $(x, y)$ is equidistant from the points (7, 1) and (3, 5) is .

Discussion

685.	28. A plumber can be paid under two schemes as given below (1) 600 rs and 50rs per hour (2) 700 rs per hour if the job takespec n hours, then what valueshe of n does the scheme (1) gives the plumber the better wages?
Answer» 28. A plumber can be paid under two schemes as given below (1) 600 rs and 50rs per hour (2) 700 rs per hour if the job takespec n hours, then what valueshe of n does the scheme (1) gives the plumber the better wages?

Discussion

686.	If cups containing teas from Wayanad and Ooty had consecutive numbers, which of the following statements may be true?
Answer» If cups containing teas from Wayanad and Ooty had consecutive numbers, which of the following statements may be true?

Discussion

687.	Steady decides that the number of push-ups to be done on Saturday are 50. Choose the correct option to represent.
Answer» Steady decides that the number of push-ups to be done on Saturday are 50. Choose the correct option to represent.

Discussion

688.	The coordinate of the vertex of an equilateral triangle is (2,3) and the equation of the side opposite to the vertex is x + y = 2. What is the area of the triangle?
Answer» The coordinate of the vertex of an equilateral triangle is (2,3) and the equation of the side opposite to the vertex is x + y = 2. What is the area of the triangle?

Discussion

689.	What is the average speed if a man travels 12 the distance at speed of 40 kmph, 13 the distance at 50 kmph and rest of the distance at 60 kmph?
Answer» What is the average speed if a man travels $\frac{1}{2}$ the distance at speed of 40 kmph, $\frac{1}{3}$ the distance at 50 kmph and rest of the distance at 60 kmph?

Discussion

690.	In the figure, ABCD is a square with side 10. BFD is an arc of a circle with centre C. BGD is an arc of a circle with centre A. What is the area of the shaded region?
Answer» In the figure, ABCD is a square with side 10. BFD is an arc of a circle with centre C. BGD is an arc of a circle with centre A. What is the area of the shaded region?

Discussion

691.	In this figure, C is the mid point of the minor are AB, O is the centre of the circle and PQ is the tangent to the circle through the point C.Prove that the tangent drawn at the mid point of the are ˆAB of a circle is parallel to the chord joining the end points of the arc
Answer» In this figure, C is the mid point of the minor are AB, O is the centre of the circle and PQ is the tangent to the circle through the point C.Prove that the tangent drawn at the mid point of the are $ˆ A B$ of a circle is parallel to the chord joining the end points of the arc

Discussion

692.	The sum of first two terms of a GP is 145 and the sum of infinite terms is 103. The first term of the GP if the common ratio is positive is___.
Answer» The sum of first two terms of a GP is $\frac{14}{5}$ and the sum of infinite terms is $\frac{10}{3}$ . The first term of the GP if the common ratio is positive is___.

Discussion

693.	The 10th term of a G.P. is 320 and 6th term is 20. Find the progression.
Answer» The 10th term of a G.P. is 320 and 6th term is 20. Find the progression.

Discussion

694.	The highest percentage growth in the value of the portfolio at the beginning of the year is shown for:
Answer» The highest percentage growth in the value of the portfolio at the beginning of the year is shown for:

Discussion

695.	Find the value of Xsinx and Xlnx by chain rule.
Answer» Find the value of Xsinx and Xlnx by chain rule.

Discussion

696.	A boy juggles ball in the air. He throws one whenever the previous one is at highest point. How high do the balls rise if he throws 'n'balls per second?
Answer» A boy juggles ball in the air. He throws one whenever the previous one is at highest point. How high do the balls rise if he throws 'n'balls per second?

Discussion

697.	2 The area of a triangle with vertices (6, 3), (3, k,) and (-7, 7) is 15 sq.units. Find k.
Answer» 2 The area of a triangle with vertices (6, 3), (3, k,) and (-7, 7) is 15 sq.units. Find k.

Discussion

698.	A glass jar contains 6 red, 5 green, 4 blue, and 5 yellow marbles of same size. Hari takes out a marble of red colour. What is the probability that the chosen marble is of red colour?
Answer» A glass jar contains 6 red, 5 green, 4 blue, and 5 yellow marbles of same size. Hari takes out a marble of red colour. What is the probability that the chosen marble is of red colour?

Discussion

699.	What should come in place x in the equation x√128=√162x
Answer» What should come in place x in the equation $\frac{x}{\sqrt{128}} = \frac{\sqrt{162}}{x}$

Discussion

700.	The arrow is rotated and it stops randomly on the disc. Find out on which colour it may stop.
Answer» The arrow is rotated and it stops randomly on the disc. Find out on which colour it may stop.

Discussion

Explore topic-wise InterviewSolutions in .

If O is the centre of the circle in the given figure and XY = ZX, then find the value of `a'.

The figure below shows the plan of a town. A person "X" rides his bicycle from house at A to office at B, taking the shortest route. The number of shortest paths that he can choose is:

If Rs. 500 amounts to 583.20 in two years compounded annually, the rate of interest per annum is?

A straight line L is perpendicular to the line 5x - y = 1. The area of the triangle formed by the line L and coordinate axes is 5. Find the equation of the line:

A garrison of 120 man has provision for 30 days. At the end of 5 days:5 more men joined them. How many days can they sustain on the remaining provision?

What is the remainder obtained when 96! is divided by 97 ?

What is the core of the below size pattern?

How to solve a value which has power 3/2?

If B is given space 2, which of the following must be true?

[|x|]=4,then interval of x is

A supplier provides imported TV'S to a retailer each year. Each TV costs Rs 10000 for the supplier. 5% of the TVs are defective and they are replaced without extra cost. If the supplier still makes a profit of 20% , what is the SP of each TV to the retailer?

A car driver starts at 90 kmph and he increases his speed in every 2 hours by 3 kmph (i.e. he increases by 3 kmph at the start of 2 hours and remains constant throughout the next 2 hrs). What is the maximum distance covered by him in 24 hours?

If α and β(α&lt;β) are two different real roots of the equation ax2 + bx +c = 0, then

Assertion : ABCD and PQRC are rectangles and Q is mid - point of AC. Then DP = PC.Reason : The line segment joining the mid - points of any two sides of a triangle is parallel to the third side and equal to half of it.Which of the following is correct?

If tan(A−B)=1 , sec(A+B)=2√3, then the smallest positive value of B is,

Each zone is given as many points as the number of companies who sold Frisbees in it. If there is exactly one zone where no company sold Frisbees, then the aggregate number of points given to all the zones is

Mark the correct alternative in each of the following:54-76--23=(a) 34 (b) -34 (c) -712 (d) 712

For which of the following students, is it not possible to determine the exact number of subjects in which they obtained a grade point of 2?

If no two children can work simultaneously so that each task is done one after the other, then at most what amount will be the given to get all the tasks done?

In the equilateral triangle ABC, AD = DE = BE, D and E lies on the AB. If each side of the triangle (i.e., AB, BC and AC) be 6 cm, then the area of the shaded region is :

Find the area of the region that comprises all points that satisfy two conditions x2 + y2 + 6x + 8y ≤0 and 4x≥3y

Let f(x)=||x|−1|,g(x)=15∣∣2x2−7x+5∣∣ and [x] be the greatest integer ≤x. If A1 denote the area of the region bounded by y=f(x), y=g(x), x=−1 and A2 denote the area of the region bounded by y=f(x), y=g(x), x=1 and y−axis, then 45A1A2 is

What is the remainder when (1)7+(71)77+(771)777+(7771)7777+(77771)77777+(777771)777777 is divided by 50?

A batsman is to be selected for a cricket team. The choice is between X and Y on the basis of their scores in five previous tests which are: X 25 85 40 80 120 Y 50 70 65 45 80 Which batsman should be selected if we want,(i) a higher run getter, or(ii) a more reliable batsman in the team?

If the Organizers wants to ensure that all routes from S to T get the same number of participants, then a feasible set of task time (in hours) at junctions A, B, C, and D respectively to achieve this goal is:

Q34. Two number are in the ratio 7 : 11. If 7 is added to each of the numbers, the ratio becomes 2 : 3. The smaller number is

If during the entire day from 8:00 hrs, no devotee left the precinct only at 9:00 hrs, then how many times did exactly 2 devotees leave the precinct together?

The sum of first 20 terms of an AP is one-third of the sum of next 20 terms. If the first term is 1, then find the sum of first 30 terms.

A bookshelf can accommodate 6 books from left to right. If 8 identical books on each of the languages A, B, C and D are available, in how many ways can the bookshelf be filled such that books of the same language are not put adjacent to each other?

The solution set of 2xx2−9≤1x+2 is

Two circles with equal radii areintersecting at the points (0, 1) and (0,-1). The tangent at the point (0, 1) t oneof the circles passes through the centerof the other circle. Then the distancebetween the centers of these circles is

The relation between x and y such that the point P (x,y) is equidistant from the points (7, 1) and (3, 5) is .

28. A plumber can be paid under two schemes as given below (1) 600 rs and 50rs per hour (2) 700 rs per hour if the job takespec n hours, then what valueshe of n does the scheme (1) gives the plumber the better wages?

If cups containing teas from Wayanad and Ooty had consecutive numbers, which of the following statements may be true?

Steady decides that the number of push-ups to be done on Saturday are 50. Choose the correct option to represent.

The coordinate of the vertex of an equilateral triangle is (2,3) and the equation of the side opposite to the vertex is x + y = 2. What is the area of the triangle?

What is the average speed if a man travels 12 the distance at speed of 40 kmph, 13 the distance at 50 kmph and rest of the distance at 60 kmph?

In the figure, ABCD is a square with side 10. BFD is an arc of a circle with centre C. BGD is an arc of a circle with centre A. What is the area of the shaded region?

In this figure, C is the mid point of the minor are AB, O is the centre of the circle and PQ is the tangent to the circle through the point C.Prove that the tangent drawn at the mid point of the are ˆAB of a circle is parallel to the chord joining the end points of the arc

The sum of first two terms of a GP is 145 and the sum of infinite terms is 103. The first term of the GP if the common ratio is positive is___.

The 10th term of a G.P. is 320 and 6th term is 20. Find the progression.

The highest percentage growth in the value of the portfolio at the beginning of the year is shown for:

Find the value of Xsinx and Xlnx by chain rule.

A boy juggles ball in the air. He throws one whenever the previous one is at highest point. How high do the balls rise if he throws 'n'balls per second?

2 The area of a triangle with vertices (6, 3), (3, k,) and (-7, 7) is 15 sq.units. Find k.

A glass jar contains 6 red, 5 green, 4 blue, and 5 yellow marbles of same size. Hari takes out a marble of red colour. What is the probability that the chosen marble is of red colour?

What should come in place x in the equation x√128=√162x

The arrow is rotated and it stops randomly on the disc. Find out on which colour it may stop.

If α and β(α<β) are two different real roots of the equation ax2 + bx +c = 0, then