- 4 Find Constants Ao Ai Bo And By Such That The Numerical Integration Rule F X Dx H Aof 0 A F H H Bof 1 (44.92 KiB) Viewed 38 times
4. Find constants ao, ai, bo, and by such that the numerical integration rule [ f(x)dx = h (aof (0) + a₁ƒ(h)) + h² (boƒ′
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4. Find constants ao, ai, bo, and by such that the numerical integration rule [ f(x)dx = h (aof (0) + a₁ƒ(h)) + h² (boƒ′
4. Find constants ao, ai, bo, and by such that the numerical integration rule [ f(x)dx = h (aof (0) + a₁ƒ(h)) + h² (boƒ′ (0) + b₁ƒ′(h)) is exact for all polynomials of degree <3. Write a MATLAB code that implements a composite quadrature rule that uses the above rule to approximate A very precise value is 1 fe dx. 0.7468241328124270253994674361318530053544996868126063290276544989 Write down a table of your results where the first column is the number of subintervals and the second column is the approximation, and the third column is the absolute difference to the very precise value above.