Question

Consider the following two statements : 

I. Any pair of consistent linear equations in two variables must have a unique solution 

II. There do not exist two consecutive integers, the sum of whose squares is 365. Then 

(A) both I and II are true 

(B) both I and II are false 

(C) I is true and II is false 

(D) I is false and II is true 

Answer 1

Correct option (B) both I and II are false

Explanation: 

I. Consistent linear equations do also have infinite solutions. 

Hence statement II. Is false