Question: Let hbe a function where h and its derivatives are positive for all values ofx. The Taylor series for hcentered atx=-3is3+(x+3)+72!(x+3)2+37*3!(x+3)3+56*4!(x+3)4+15!(x+3)5+dots, and let T(x)bethe Taylor

Let hbe a function where h and its derivatives are positive for all values ofx. The Taylor series for hcentered atx=-3is3+(x+3)+72!(x+3)2+37*3!(x+3)3+56*4!(x+3)4+15!(x+3)5+dots, and let T(x)bethe Taylor polynomial for h, centered atx=-3, using the first four terms of the series for h. TheLagrange error bound states that |h(-1)-T(-1)|K, where Kis a constant. What is the value ofK?(A)K=59(B)K=415(C)K=5144(D)K=1120

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