1)

 The vectors (A+B) and (A-B)  are at right angles to each other. This is possible under the condition


A) |A|=|B|

B) A.B=0

C) A.B=1

D) A x B=0

Answer:

Option A

Explanation:

 Vectors (A+B) and (A-B) are at right angle to each other , therefore

 (A+B).(A-B)=0

 A.A+B.A-A.B-B.B=0

 |A|+  BA cos $\theta$- AB cos $\theta$ -|B|2=0

   |A|2=|B| 2

 Hence , |A|= | B|