Question: As shown in the following figure, the function f(x)=ex-2.5 has root (p) in the interval [01]. The p=0.916291 approximates p for f(x) correct up to

As shown in the following figure, the function f(x)=ex-2.5 has root (p) in the interval [01]. The p=0.916291 approximates p for f(x) correct up to 6 digits. Use the MATLB editor to find p using the following methods:a) Bisection scheme.require:1-matlab code2-plot of f (x) over [0,1] the intersection of red and blue line shows location of root 3-plot of derivative of f(x) over [0,1]3-stem plot showing pn approaching p as n increasses4-simulation result from command promptAs shown in the following figure, the function f(x)-ex-2.5 has root (p) in the interval [01]. The hat(p)-0.916291 approximates p for f(x) comect op to 6 digits. Use the MATLB editor to find pp using the following methods:b) Newton method and

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