# Use the trapezoidal rule and Simpson's rule to approximate the value of the definite integral. Compare your result with the exact value of the integral. (Give your answers correct to 4 decimal places.)0∫35x2dx; n=6

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Use the trapezoidal rule and Simpson's rule to approximate the value of the definite integral. Compare your result with the exact value of the integral. (Give your answers correct to 4 decimal places.)

035x2dx; n=6
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Step 1

The given integral is,

Step 2

The function, f with the limits and width of each subintervals are, help_outlineImage Transcriptionclosef(x)5x2, a 0, b=3 b-а Ax (width of each subinterval) п 1 Ar = 2 - fullscreen
Step 3

Compute the values of the function, a... help_outlineImage Transcriptionclosef(x) 0 5 f(x)= 4 f(x)s 45 f() 4 f(x)20 125 f (x) 4 f() 45 fullscreen

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### Calculus 