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Determine all x in [−π/2, π/2] at which the graph has horizontal tangents F'(x) = 4cos^3(x)/(sin^2(x)+1)^2
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I found the derivative and i should set the numerator equals to zero but im getting stuck for some reason
Yeah, let the numerator equal 0. Show me your derivative.
thats my derivative
I didn't write the F(x) i wrote F'(x)
Yeah, let the numerator equal 0.
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im having trouble solving for it im getting x = pi n -pi/2 but ti says is wrong
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