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If f and g are both differentiable, which or the given statement is incorrect? a. dxd[f(x)+g(x)]=dxdf(x)+dxdg(x) b. dxdg(x)f(x)=[g(x)]2g(x)dxdf(x)f(x)dxd(x) c. dxd[f(x)g(x)]=g(x)dxdf(x)+f(x)dxdg(x) d. dxd[f(x)]g(x)=dxdg(x)dxdf(x) Clear my choice

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If f and g are both differentiable, which or the given statement is incorrect? a. dxd[f(x)+g(x)]=dxdf(x)+dxdg(x) b. dxdg(x)f(x)=[g(x)]2g(x)dxdf(x)f(x)dxd(x) c. dxd[f(x)g(x)]=g(x)dxdf(x)+f(x)dxdg(x) d. dxd[f(x)]g(x)=dxdg(x)dxdf(x) Clear my choice

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