Question

Let u=<−3,3>, v=<1,−1>, and w=<−2,4>. Find the vector x that satisfies
4u−v+x=9x+w−.

What is vector x

Answer 1

vector?

Answer 2

if u can't help its ok

Answer 3

Check again if your equation is complete:

\[ \Large 4u−v+x=9x+w−. \]

What is the -. at the end?

Answer 4

sorry that shouldn't be there

Answer 5

So your equation is:
\[\Large 4u−v+x=9x+w\]

Answer 6

yup.

Answer 7

Let u=<−3,3>, v=<1,−1>, and w=<−2,4>
.

Answer 8

So this equation is linear right? Solve for \(x\)

Answer 9

yup

Answer 10

And that's your answer already.

Answer 11

???

Answer 12

\[\Large x=\frac{1}{8}(4u-v-w) \]

Answer 13

what does 4u-v-w=