For the two given equations I and II.

I. 3p + 2q - 58 = 0

II. 4q + 4p = 92


A) p is greater than q

B) p is smaller than q.

C) p is equal to q.

D) p is either equal to or greater than q.

Correct Answer:
A) p is greater than q

Description for Correct answer:
We have,

3p + 2q = 58 .... (i)

4p + 4q = 92

=> 2p + 2q = 46 .... (ii)

By equation (i) - (ii) we get p = 12

From equation (i), 3 \( \Large \times \) 12 + 2q = 58

=> 2q = 58 - 36 = 22

=> q = 11

Hence, p > q

Part of solved Linear Equations questions and answers : >> Aptitude >> Linear Equations








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