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Find two unit vectors orthogonal to a=<-4, 3, 0> and b= <5, 5, -2> Enter your answer so that the first non-zero coordinate of the first vector is positive First Vector;<__, __, __> second Vector;<__, __, __>
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a x b = positive one, then *-1 to get negative one.
so it would be <-20, 15, 0> and <20, -15, 0>?
cross, not dot, you must do something like \[\begin{matrix}i&j&k\\-4&3&0\\5&5&-2\end{matrix}\]and then calculate axb to get a \(\vec c = < , , > \) that is the first one, then -1*\(\vec c\) to get \(-\vec c\) that is the second one
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