Use the Intermediate Value Theorem (IVT) to show that there is a solution to the given...

 

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Use the Intermediate Value Theorem (IVT) to show that there is a solution to the given equation in some interval. You must find an appropriate interval where the solution exists. You must show the premises of the IVT are true and then state the conclusion. (2 points) x² + 2x³-3x = 6 Use limit definition of the derivative off at a number to find f(25) for the function. (2points) f(x)= f'(25)= The graph of function f(x) is given below on the FIRST grid. Use the SECOND grid to sketch a graph of the derivative, f'(x). (1 point) 10 2 Use the Intermediate Value Theorem (IVT) to show that there is a solution to the given equation in some interval. You must find an appropriate interval where the solution exists. You must show the premises of the IVT are true and then state the conclusion. (2 points) x² + 2x³-3x = 6 Use limit definition of the derivative off at a number to find f(25) for the function. (2points) f(x)= f'(25)= The graph of function f(x) is given below on the FIRST grid. Use the SECOND grid to sketch a graph of the derivative, f'(x). (1 point) 10 2

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Solution Let us consider the function gxx 5 2x 3 3x6 Then gx is continuous everywhere Now we h... View the full answer