(1 point) Suppose f(3)=5,f′(3)=5,f(11)=9,f′(11)=8,g(3)=2,g′(3)=−7, and H(x)=f(x2+g(x)). Find dxdH∣∣x=3. H′(3)=
(1 point) Suppose f(2)=8,f′(2)=4,f(−1)=3,f′(−1)=−6, and H(x)=f(x2−5). Find dxdH∣∣x=2. H′(2)=
(1 point) Suppose f(8)=3,f′(8)=3,g(8)=13,g′(8)=1, and H(x)=f(x)+g(x). Find dxdH∣∣x=8. H′(8)=
(1 point) Suppose f(3)=5,f′(3)=5,f(11)=9,f′(11)=8,g(3)=2,g′(3)=−7, and H(x)=f(x2+g(x)). Find dxdH∣∣x=3. H′(3)= (1 poi
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(1 point) Suppose f(3)=5,f′(3)=5,f(11)=9,f′(11)=8,g(3)=2,g′(3)=−7, and H(x)=f(x2+g(x)). Find dxdH∣∣x=3. H′(3)= (1 poi
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