Question: Using the Secant method to solve the function f(x)=x4-5f(x)=x 4 -5 with initial values x-1=1x -1 =1 and x0=2x 0 =2, find the approximation where

Using the Secant method to solve the function f(x)=x4-5f(x)=x 4 -5 with initial values x-1=1x -1 =1 and x0=2x 0 =2, find the approximation where the stopping criterion is |xn-xn-1|<10-4|x n -x n-1 |<10 -4 .Do not round during your calculations.

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