(1 point) Suppose f(−2)=3,f′(−2)=1,g(−2)=1,g′(−2)=3, and H(x)=f(x)+g(x). Find dxdH∣∣x=−2. H′(−2)=
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(1 point) Suppose f(−2)=3,f′(−2)=1,g(−2)=1,g′(−2)=3, and H(x)=f(x)+g(x). Find dxdH∣∣x=−2. H′(−2)=
(1 point) Suppose f(−2)=3,f′(−2)=1,g(−2)=1,g′(−2)=3, and H(x)=f(x)+g(x). Find dxdH∣∣x=−2. H′(−2)=
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