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OpenStudy (alexh107):
Is this just sin x because 2x-x =x?
OpenStudy (mrnood):
no - you cannot do that
look up in your text the identity for sin(2x)
you will find an equation which gives you sin 2terms of sinx and cosx
Then substitute that in the above equation and simplify it
OpenStudy (mrnood):
no - you cannot do that
look up in your text the identity for sin(2x)
you will find an equation which gives you sin 2x in terms of sinx and cosx
Then substitute that in the above equation and simplify it
OpenStudy (alexh107):
sin 2x + 2 sin x cos?
OpenStudy (alexh107):
sin 2x = 2 sin x cos x*
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OpenStudy (mrnood):
yes that is the correct substitution.
So put that in the original and then simplify (by factoring out cos x)
OpenStudy (alexh107):
\[2 \sin x \cos x - \cos x = 2 \sin x\]?
OpenStudy (alexh107):
@MrNood
OpenStudy (mrnood):
no that's not th ecorrect simplification
you should 'factor out' cos x
cosx( ???? )
OpenStudy (alexh107):
cos x (2 sin x - 1)
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