Explore topic-wise InterviewSolutions in Current Affairs.

1. 12

The first line graph represents the total number of voters who cast their votes in three different elections, i.e., in 2009, 2014, and 2019 . The second line graph represents the percentage of the number of votes received by five candidates A, B, C, D, and E in the given elections.







The candidate with the highest number of votes in a year won the election.



What is the difference between the number of votes received by the winning candidate in the elections of 2009 and in the elections of 2014?

1. 10000

The area of a quadrilateral is 1470 square centimeters and the length of one of its diagonals is 42 centimetres. Calculate the sum of the lengths of the perpendiculars to this diagonal from the opposite vertices.

Name the property involved in the following example. 7a+(-7a)=0

In a city 20% of the population travel by car, 50% travel by bus and 10% travel by both car and bus. The percentage of the population traveling by car or bus is ____.

The sides of a rectangle are in the ratio of 6 : 5 and its area is 750 sq.m. Find the perimeter of rectangle (in m).

In a triangle ABC, ∠B = 60° and ∠C = 80°. Suppose the bisector of ∠B and ∠C meet at I. Find ∠BIC.

Coefficient of $x{y}^2$ in the term -$\frac{4x{y}^2}{9}$ is:

While using the pattern used to square numbers with unit digit 5 for 105, we get: (___ x 11)hundreds + 25. Fill in the blank with the correct value.

What does the phrase 'as if he were on needles' mean? Can you think of another phrase with a similar meaning substituting the word 'needless'?

Under which of the following operations, are the integers not closed?

The count of bacteria in a culture grows by $10\%$ in the first hour, decrease by $8\%$ in the second hour and again increases by $12\%$ in the third hour. If the count of bacteria in the sample is 13125000, what will be the count of bacteria after 3 hours?

A has a pair of triangles with corresponding sides proportional, and B has a pair of pentagons with corresponding sides proportional.

$S_1$ - A’s triangles must be similar.

$S_2$ - B’s pentagons must be similar.

Which of the following statement is correct?

Match the following expressions with their correct results using law of exponents:

A number subtracted from 500 gave 234. What is the number subtracted?

The distance 'd' between any two random points on the Cartesian plane $A(x_1,y_1)andB(x_2,y_2)$is:

If $n\left(U\right)=700,n\left(A\right)=200,n\left(B\right)=300$ and $n(A\cap B)=100,$ then $n(A^{\prime }\cap B^{\prime })=$ ___.

If $36:x::x:16$ find value of x.

If the distance between any two lines is always constant then the lines:

Write the following sets in Roster form: (i) The set of letters in the word 'MEERUT' (ii) The set of letters in the word 'UNIVERSAL' (iii) $A=\{x:x=y+3,y\in Nandy>3\}$ (iv)$B=\{p:p\in Wand{p}^2<20\}$ (v) $C=\{x:x\text{is composite number and~}5\le x\le 21\}$

Lathika deposited 25,000 rupees in a bank which gives 8% interest compounded half-yearly. Najma deposited the same amount at the same rate of interest, but compounded quarterly. What is the difference in the amounts they would get back after one year?

Identify the prefect squares among the following numbers;

1, 2, 3, 8, 36, 49, 65, 67, 71, 81, 169, 625, 125, 900, 100, 1000, 100000.

A piece of square land has a perimeter equal to 20 m. A cow is standing in the middle of the square land as shown in the figure. What is the minimum distance the cow has to travel in order to go out of the field and drink water?

An isosceles trapezium has an area of 36 cm², the parallel sides are 12 cm and 6 cm respectively. The perimeter of the trapezium should be ___cm.

When $7xy+5yz-3zx,$ $4yz+9zx-4y$ and $-3xz+5x-2xy$ are added, we get ___.

There are 3 semicircles in the given figure. AB = 14 cm and C is the midpoint of AB. Find the perimeter and area of the figure. [3 MARKS]

Prove that for any quadrilateral with a pair of opposite sides parallel, the area is half the product of the sum of the lengths of the parallel sides and the distance between them.

Question 5 (iv)

Find the least number which must be added to each of the following numbers so as to get a perfect square. Also, find the square root of the perfect square so obtained:

1825

Write the fraction representing the shaded portion in the following figure:

Evaluate $\left(x^5\right)\times \left(3x^2\right)\times (-2x)$ for x=1.