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How can you factor an algebraic expression in terms of a single trig function
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any particular example question u have ?
sin^2 x+sin x-2
yeah, so just assume sin x = a and u get an algebraic expression, factor that.
then after factoring, you can put back a = sin x.
my teacher keeps telling me I am overthinking it I got sinxsinx+sinx-2 /sinx+xinx =sinx-2
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what is a common factor
a^2+a-2 = a^2 +2a-a-2 = a(a+2)-1(a+2) did u get that ?
ah ok, brain fart.
that comes out to be (a-1)(a+2) and putting back a=sin x u get (sin x-1)(sin x+2)
ok, makes so much more sense now.
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yeah, thats the final factored form
ok thank you
welcome ^_^
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