Please could you help me with this question.
sin^(2)x = 1-cosx
Thank you.
sin^(2)x = 1-cosx
Thank you.
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You're on the right track with 1 - cos(^2)x = 1 - cosx, so I'll show you what to do from there:
First collect all the terms on one side so it's equal to zero:
cos(^2)x - cos(x) = 0
Now you can treat it like a quadratic equation. Let cos(x) = u, for example:
u^2 - u = 0
Much easier to solve - you get u = 0 and u = 1
So put the cos(x) back in, and you get:
cosx = 0
cosx = 1
Just solve these using the cos^-1 button on your calculator to find the answers within whatever boundaries you have been given. Don't be worried if you end up with several possible answers!
:)
First collect all the terms on one side so it's equal to zero:
cos(^2)x - cos(x) = 0
Now you can treat it like a quadratic equation. Let cos(x) = u, for example:
u^2 - u = 0
Much easier to solve - you get u = 0 and u = 1
So put the cos(x) back in, and you get:
cosx = 0
cosx = 1
Just solve these using the cos^-1 button on your calculator to find the answers within whatever boundaries you have been given. Don't be worried if you end up with several possible answers!
:)
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What do you need to do with it?
Either way, check out this link. It might help you :)
http://www.wolframalpha.com/input/?i=sin…
Either way, check out this link. It might help you :)
http://www.wolframalpha.com/input/?i=sin…