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(sinx+cosx)^2-1=sin2x
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Are you aware of the following rule? \(\color{#000000 }{ \displaystyle (a+b)^2=a^2+2ab+b^2 }\)
Expand the left side, please (using this property).
THANK YOU
We aren't done are we?
We're doing the work now. We needed the help getting started. What we've done now is use the Pythagorean Identity to cancel out the sin^2x and cos^2x given when we foiled and can cancel out the minus one. The sin2x can be changed to a double and identity of 2sinxcosx which is what is left once everything else on the left is canceled. Thank you!
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Wow, that was fabulous!! We rarely have users that are actually capable of doing their work; good job!
:)
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