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find the first derivative of y=1-cos2x + 2cos^2x.
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you have to use chain rule with the cos: \[\cos(ax) dx= asin(ax) \]
ok, thank you!
np
just a note: d/dx cos(x) = -sin(x) so above there should be a neg sign in front of asin(ax)
ops, confused with integrals hehe. Thanks cow
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\[y=1 - \text{Cos}[2*x] + 2*\text{Cos}[x]^2 = 2 \] Derivative of 2 is zero.
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