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Approximate the value of each of the given integrals by use of the trapezoidal rule, using the given value of $n.$$$\int_{0}^{2} \sqrt{x^{3}+1} d x, n=4$$

Calculus 1 / AB

Chapter 25

Integration

Section 5

Numerical Integration: The Trapezoidal Rule

Integrals

Missouri State University

Campbell University

Harvey Mudd College

University of Michigan - Ann Arbor

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So in this Washington Masters, always undergoing using the trap is or a cool. So we know that it's gonna be equal to be minus a over and which would be 0.4 months, zero over four. So is your point for before, you know, just want one time divided by two is 1/20 we're gonna be using 1 28 times after zero plus two f was your wife. I trust you have 0.3 That was your one tube plus two after 0.3101 tent every time. That's what are came, Darnell. Tax value is lust. You have 0.3 and then finally class just after a part for So now we can put all these values into our function. At the end, we multiplied by 1/20 for the story. Individually, we multiply by two after we got basically just fucking When we have here tour calculator, you get 0.219 That's our final answer

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