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Determine whether the given vectors are orthogonal. 3i-2j and -8i-12j
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dot product will be 0 if the vectors are orthogonal
check whether \(\langle 3, ~-2\rangle \bullet \langle-8,~-12 \rangle \) is 0
the i and j don't have anything to do with the problem?
it would just be 3*-8 and -2*-12? so -24+24=0?
yes since the dot product is 0, the given vectors are orthogonal/perpendicular
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\(i \bullet i = j \bullet j = 1\)
so we dont need to wry about them whenn u take dot product
oh, ok. Thanks!
u wlc !
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