Question: Reconstruct the problems as a root finding (f(x)=0) form. Find the roots of the equations using Bisection, Secant and Newton-Raphson methods with the help of

Reconstruct the problems as a root finding (f(x)=0) form. Find the roots of the equations using Bisection, Secant and Newton-Raphson methods with the help of the MATLAB codes given. Calculate the roots by hand and proceed for only two steps. Print out the function f(x) graph. --------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------- NOTE : please I want the solutions in three methods in detail. also I want the solutions solved by Matlab with graph ------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------

0 2.35. When water flows through a trapezoidal channel section (Fig. 2.38), the cross- sectional area of the fluid (A) and the wetted perimeter of the fluid (P) are related as 2yn yn cot 0 sin 6 Find the value of for which P 3 m, when A 1 me and y 0.5 m with 10 and 60 as the initial approximations for and 30.001

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