Explore topic-wise InterviewSolutions in Current Affairs.

This section includes 7 InterviewSolutions, each offering curated multiple-choice questions to sharpen your Current Affairs knowledge and support exam preparation. Choose a topic below to get started.

1.

The Difference Between Two Number Is 18 If Four Times The Second Number Is Less Then Three What Is The Sum These Two Number?

Answer»

Let first number = P

And second number = Q

According to the question 

P - Q = 10 ....(i)

And 3P - 4Q = 18...(ii)

on multiply eq (i) by 3 and then subtract eq (ii) from it

3P - 3Q = 54

3P - 4Q = 18 

Q = 36

On putting the value of Q in the eq (i) 

P = 18 + Q = 18 +36 

P = 54.

Let first number = P

And second number = Q

According to the question 

P - Q = 10 ....(i)

And 3P - 4Q = 18...(ii)

on multiply eq (i) by 3 and then subtract eq (ii) from it

3P - 3Q = 54

3P - 4Q = 18 

Q = 36

On putting the value of Q in the eq (i) 

P = 18 + Q = 18 +36 

P = 54.

2.

Out Of Three Given Number The First Number Is Twice The Second And Thrice Number Is 154 Then What Is The Difference Between The First And Third Number ?

Answer»

Let the third NUMBER = N

Then the FIRST number = 3N

And second number = 3N/2

ACCORDING to the QUESTION [N + 3N + 3N/2] / 3=154.

Let the third number = N

Then the first number = 3N

And second number = 3N/2

According to the question [N + 3N + 3N/2] / 3=154.

3.

The Sum Of The Two Position Number P And Q Is 2.5 Time Their Difference .if The Product Of The Number 84 Then The What Is The Sum Of Those Two Number?

Answer»

LET the NUMBER be P and Q

According to the QUESTION

(P + Q) = 2.5 (P - Q)

P + Q = 2.5P - 25Q

3.5Q = 1.5P

P / Q = 7/3 .....(i)

Now PQ = 84.

Let the number be P and Q

According to the question

(P + Q) = 2.5 (P - Q)

P + Q = 2.5P - 25Q

3.5Q = 1.5P

P / Q = 7/3 .....(i)

Now PQ = 84.

4.

If In A Long Division Sum,the Dividend Is 380606 And The Successive Remainders From The First To The Last Are 434, 125 And 413, Then The Divisor Is?

Answer»

Let d = divisor and Q = quotient 

First remove the last REMAINDER

d X q + 413 = 380606 

d x q = 380193.

Let d = divisor and q = quotient 

First remove the last remainder: 

d x q + 413 = 380606 

d x q = 380193.