Asked by Anonymous
Determine the projection of the vector v = (−1, 6, 4) onto the vector u = (−1, 2, 4).
Answers
Answered by
bobpursley
Projection is the dot product (if you have the angle), or in component format
projection- (-1*-1)+(6*2)+(4*4)
= 1+12+16=29
projection- (-1*-1)+(6*2)+(4*4)
= 1+12+16=29
Answered by
Dan
Yeah I understand that part, but what about projection onto vector u?
Answered by
Steve
to project v onto u, just do
v • u/|u|
= 29/√21
If you want that in vector form, just multiply
29 * u/√21 = (-29/√21,58/√21,116/√21)
v • u/|u|
= 29/√21
If you want that in vector form, just multiply
29 * u/√21 = (-29/√21,58/√21,116/√21)
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