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evaluate: 2sinxcosx-cosx / 1-sinx+sin^2x-cos^2x
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\[2sinxcosx-cosx \over 1-sinx+\sin ^{2}x-\cos ^{2}x\]
how did he do that a long __________________ line? =)
over
\[\cos(x)[2\sin(x)-1]\over[\cos ^{2}(x)+\sin ^{2}(x)+\sin ^{2}(x)-\cos ^{2}(x)]\]
=\[\cos(x)[2\sin(x)-1]\over[2\sin ^{2}(x)-\sin(x)]\]
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= \[\cos(x)[2\sin(x)-1]\over \sin(x)[2\sin(x)-1]\]
= cot(x)
in the denominator of my first post there should be also a -sin(x)
a ship started sailing S 42'35' W at the rate of 5kph. after 2 hours,ship B started at the same port going N 46'20' W at the rate of 7 kph.after how many hours will the second ship be exactly north of a ship A? can some answer this
correct = cot(x)
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