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C?
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yeah good
-4
yeah good
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B
hm. I got something a little diff. using law of cosines c^2 = 42^2 + 35^2 - 2(42)(35)cos(120) c = ?
D
well done
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C
if two vectors have a dot product of 0 they are orthogonal, or in other words, perpendicular (A)
law of cosines as usuall
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we only have one side, law of cosines requires 2, so we have to use law of sines
it would be sin a and b right
we don't have angle B or side b so you'd have to use A and a to find side c
Sin (A) / a = Sin (C) / c Sin (31.6) / 25 = Sin (38) / c
29.374
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the angle 31.6 is across from side c so sin(31.6)/c = sin(38)/25
21.2774
good but they only want 2 decimal places so 21.28
I know its a
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i guessed in b
if you multiply c out you will get (4,10) making C also true so A+B+C
on*
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