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I'm so confused on this vector problem! Can someone help please! Let u = <-6, -2>, v = <-2, 3>. Find -3u + 2v. The answer choices are <14, 12> <22, 0> <14, 1> <24, -3>
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\(\bf u=<a,b>\qquad v=<c,d>\\ \quad \\ -3u+2v\implies -3\times <a,b>\quad +\quad 2\times <c,d>\)
Do I add a and b together or multiply?
well, is scalar multiplication first, then addition of the products
<14,12>?
well... what did you get?
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that's what I got
then that's it :)
Thank you!!
yw
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