I'm studying for a final and I am stumped, I have the answer already but how the heck does one get CosXCosB - SinXSinB from Cos(X + B)?
\[\cos (\sin^{-1}\left(\begin{matrix}3 \\ 5\end{matrix}\right)+\cos^{-1} \left(\begin{matrix}5 \\ 13\end{matrix}\right))\]
Well, it's an identity.
yes
What does your next statement have to do with your original post?
that is the question it says find the exact value of that equation
Is that 3/5 and 5/13?
yes
Okay. Now just find a relationship between the double angle formula and your problem. I've found one already. Try.
i have a paper of all the identities i feel like a complete jackass it is listed there, i have to open my eyes lol the identity states \[\cos (U \pm V) = cosUcosV \mp sinUsinV\]
Hold, on. I'm helping someone else.
thanks pal
Okay, let's start from the top.
its done man it was a sum and difference identity
it was was on my sheet of ids
So you don't need help anymore?
no you helped me by saying it was an identity I looked at the sheet and there it was lol I wasn't looking hard enough so thank you
Well, you're smart. Good luck.
thanks
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