1. The problem statement, all variables and given/known data
If the vector AP parallel to u?
u= (1,4,-3)
A(-2,-1,-2)
3. The attempt at a solution
I do know that if AP is parallel to u then there must be some scalar multiple such that Ax = u.
I think it's a matter of setting up the question that I'm muddled.
Anyway, my attempt.
Let A = a1,a2,a3
(a1,a2,a3)(-2,-1,-2) = (1,4,3)
-2a1= 1
-a2=4
-2a3 = 3
in augmented form:
-2,0,0|-1
0,2,0|-4
0,0,2|3
REF...
a1= -1/2
a2= -2
a3 = 3/2
If the vector AP parallel to u?
u= (1,4,-3)
A(-2,-1,-2)
3. The attempt at a solution
I do know that if AP is parallel to u then there must be some scalar multiple such that Ax = u.
I think it's a matter of setting up the question that I'm muddled.
Anyway, my attempt.
Let A = a1,a2,a3
(a1,a2,a3)(-2,-1,-2) = (1,4,3)
-2a1= 1
-a2=4
-2a3 = 3
in augmented form:
-2,0,0|-1
0,2,0|-4
0,0,2|3
REF...
a1= -1/2
a2= -2
a3 = 3/2
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