Question: Determine whether the statement is true or false, and explain ahy.The dectivative of g(x)=log|x| is the same as the derivative of h(x)=logxA. The stabernent is

Determine whether the statement is true or false, and explain ahy.The dectivative of g(x)=log|x| is the same as the derivative of h(x)=logxA. The stabernent is true, because the derivatives of g(x)=log|x| and h(x)=ln(x) ave the same an all real numbers except 0.B. The statement is true, becaune the derivativen of y=log2(-x) and y=log2x are the same.C. The statement is false, because the derlvative of g(x)=log|x| is equal lo pe opposte of the dervative of h(x)=logx when x<0D. The statemert is false, becanne the dervatives of g(x)=log|x| and h(x)=logx ave only the same at x=0.

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