Asked by Erik
Demonstrate that the proyection of a vector U over a vector V is parallel to the vector the vector U.
I used the formula of proyection and I argued that as the final result is a number multiplied by the vector U then it is parallel. I need help to verify is this is correct. Thank you.
I used the formula of proyection and I argued that as the final result is a number multiplied by the vector U then it is parallel. I need help to verify is this is correct. Thank you.
Answers
Answered by
oobleck
any scalar multiple of a vector u is parallel to u.
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