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Q4 of 23 Page 1

Attempt any two subquestions form the following:

Solve the following simultaneous equations:


Given:

let


hence, the equation will be:


27a + 31b = 85 …(1)


31a + 27b = 89 … (2)


Multiplying equ. (1) by 31 and (2) by 27.


⇒ 837a + 961b = 2635 …(3)


837a + 729b = 2403 … (4)


Subtract (4) from (3)


⇒ 232b = 232


⇒ b = 1


Put value b in (1)


⇒ 27a + 31(1) = 85


⇒ 27a = 85 – 31


⇒ 27a = 54


⇒ a = 2


Now,


⇒ x = 5/2 and y = -2


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4

Attempt any two subquestions form the following:

In a certain race there are three girls X,Y,Z. The winning probability of X is twice than Y and the winning probability of Y is twice than Z. If P(X) + P(Y) + P(Z) = 1, then find the winning probability of each girl.

4

Attempt any two subquestions form the following:

If the second term and the fourth terms of an A.P. are 12 and 20 respectively, then find the sum of first 25 terms:

5

Attempt any two subquestions from the following:

The product of four consecutive positive integers is 840. Find the numbers.

5

Attempt any two subquestions from the following:

A three digit number is equal to 17 times the sum of its digits. If 198 is added to the number, the digits are interchange. The addition of first and third digit is 1 less than middle digit. find the number.

Questions · 23
July-2017
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