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Solve for theta
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\[0=\frac{ \cos(2\theta)+\cos(\theta) }{ -(\sin(2\theta)+\sin(\theta)) }\]
I mean... I could easily do this with a calculator but I am not allowed to.
a fraction is only zero if the numerator is
I should mention this is actually the derivative of a polar function.
solve \[\cos(2\theta)+\cos(\theta)=0\]
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I just can't find the maximums.
use the double angle formula for cosine
That just complicates things.
\[2\cos^2(\theta)-1+\cos(\theta)=\] and solve the quadratic
Find the maximum height above the x -axis of the cardioid r = 2(1 + cos (θ)). That was the original question. I found the derivative which was that.
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Ohh... Okay...
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