When using Simpson's rule to approximate the integral In(x+1)dx, then the upper bound of the error is Ca2.08x10-3 b.2.57 x 10-5 C4.16x10 3 a 1.3 x 10-4 Fe. 6.7 x10-2

Q: Find the value of the integral x²dx (x² + 9)(x² + 4)² 0-

A: The integral can be solved by first simplifying the integrand by partial fraction decomposition.…

Q: What is the solution for solving for +y?

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Q: Express in exact form: In(x² + 1)dx

A: The definite integral is given as .The aim is to express this form in exact form.Concept used :Apply…

Q: 2. Let = = 4cjs49°, = 2/2cjs92°, and , = cjs (-86°). Evaluate the expression ち+(-)

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Q: 4x2+6x+1 dx (x+3)(x²+2x+2)

A: =?

Q: Find the definite integral of S, (2x + x2) dx

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Q: x2+1 - dx x4-x²+1

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Q: Evaluate the integral 4 (4x +2) In (4x+2) dx.

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Q: 2- dr Va2 + 1 Evaluate the integral

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Q: xx (x)dx X 3TT 28

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Q: (9) 3 ov 1-1) dx

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Q: 1 dx, x > 2 x2 Vx2 – 4

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Q: find integral by Beta function -x?)ž dx O otherwise 3 VE

A:

Numerical Integration

In a mathematical investigation, numerical integration comprises a wide group of calculations for computing the mathematical estimation of definite integral, and likewise, the term is moreover in some cases used to depict the numerical solution of differential equations. The most important aspect of this theory is error analysis.