If the sum and difference of two vectors are at right angles, show that the vectors are equal in magnitude.

.The sum and difference of two vectors are perpendicular to each other. Prove that the vectors are equal in magnitude.

The sum and difference of two vectors are perpendicular to each other. Prove that the vectors are equal in magnitude.

Magnitudes of sum and difference of two vectors are equal . Angle between the vectors is

If sum and difference of two vectors overset rarr R and overset rarr S are at right angle equal to each other, then show that the vectors are equal in magnitude.

The sum of two vectors A and B is at right angles to their difference. Then

The sum of two vectors A and B is at right angles to their difference. Then

The sum of two vectors A and B is at right angles to their difference. Then

The sum of two vectors A and B is at right angles to their difference. Then

If the magnitude of difference of two unit vectors is sqrt3 , then show that the sum of the vectors is also a unit vector.

If the magnitude of difference of two unit vectors in sqrt(3) , then show that the sum of the vectors is also a unit vector.