The following algorithm calculates the integral of the function f(x) by using Composite Newton Cotes Formula....

 

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The following algorithm calculates the integral of the function f(x) by using Composite Newton Cotes Formula. Please fill in the blanks. clc clear all syms f(x) f(x)=(x^2+1)/(x^2*log(x)); a=3; b=5; m=5; n=4; h=(b-a)/( | t(1)=a; for i=1: t(i+1)=a+i*h; end for i=1:m 1(i)= end double(sum(!)) The following algorithm calculates the integral of the function f(x) by using Composite Newton Cotes Formula. Please fill in the blanks. clc clear all syms f(x) f(x)=(x^2+1)/(x^2*log(x)); a=3; b=5; m=5; n=4; h=(b-a)/( | t(1)=a; for i=1: t(i+1)=a+i*h; end for i=1:m 1(i)= end double(sum(!))