Dot product of two mutual perpendicular vectors is what please answer faster
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Dot product of two mutually perpendicular vectors is zero...
As A.B is equal to AB Cos Ѻ...
As A.B is equal to AB Cos Ѻ...
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Hai friend,
Consider two vectors A and B ,with a angle 90° between them
their magnitudes be
| A | =a
| B | =b
Then dot product of A and B
A•B =| A |*| B | cos ϴ
=a *b cos ϴ
=ab cos 90°
=ab*0
=0
∴Dot product of two mutual perpendicular vectors is "Zero"
//hope helped//
Consider two vectors A and B ,with a angle 90° between them
their magnitudes be
| A | =a
| B | =b
Then dot product of A and B
A•B =| A |*| B | cos ϴ
=a *b cos ϴ
=ab cos 90°
=ab*0
=0
∴Dot product of two mutual perpendicular vectors is "Zero"
//hope helped//
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