Evaluate f'(-2) if f(x) = x* – 5 + x=2 + 4x¬4.
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- Suppose you first integrated horizontally, in the x direction. Then you would need to split the integral up into 2 parts, covering two regions.Call these two regions Ωlower and Ωupper, where Ωlower refers to the lower part of Ω . What would the lower x limit and lower y limit for the Ωupper integral be?The linear approximation to 1 over sqrt(5-x) at x=0 is y=?Verify by differentiation that x4 is an antiderivative of 4x3.