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OpenStudy (anonymous):
sin(x)+sin(7x)
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OpenStudy (anonymous):
Simplifying? Or is there an equation to solve?
OpenStudy (pottersheep):
What about it?
OpenStudy (anonymous):
Sorry. new to this. as a product of sines/cosine
OpenStudy (anonymous):
Hmm, there are multiple angle formulas, but that can get pretty chunky for sin(7x) . . .
OpenStudy (anonymous):
I figured sin(6x+x), but I get stuck from there.
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hartnn (hartnn):
or u can use sin C+sin D = 2 sin ((C+D)/2) cos ((C-D)/2)
hartnn (hartnn):
which gives u 2 sin 4x cos 3x
OpenStudy (anonymous):
Ooh, I like that a lot better.
OpenStudy (anonymous):
That's a sum-to-product identity, right, @hartnn ?
I never remember those!
hartnn (hartnn):
yup :)
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OpenStudy (anonymous):
Ahhh. I always have ahard time remembering most of them. Thanks.
hartnn (hartnn):
welcome all :)
OpenStudy (shaik0124):
it is in the form of sin c+sin D so if u expand sin equations u will @hartnn equation
OpenStudy (anonymous):
sin(7x)+sin(x) = 2 sin 7x+x/2 * cos 7x-x/2
= 2 sin4x cos3x
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