1) State the recommended 4 - steps strategy to be used if you do not immediately see how to find a given integral. 2) How do we classify the integrands according to their forms, when deciding on which integration strategy to use? Give an example for each classification. 3) State the Comparison Theorem for Improper integrals. Give an an explicit example where it applies.

Q: desinite inte grals 3. 2X

A: By using integration formula, we calculate the given definite integral.

Q: L ܛ 2 [T+ ] 3 + 16% ܓ

A: Given integral:- L=∫0131+16x212dx

Q: What's the difference between the Trapezoidal Rule and Simpon's Rule for approximating integrals?…

A:

Q: Evaluate the following integrals. Do not use formulas from the Integration Tables (section 7.6) (a)…

A: We have given to find integral  I= ∫tanx·sec3x dx Let, secx=t secx.tanx dx=dt I=∫t2 dt I=t2+12+1+C…

Q: Look for existing numerical integration approximations available other than the methods discussed.…

A:

Q: Find y in terms of x. dy =x+ 5, curve passes through (0, 14) Select one: O A.y =x+ 5x +14 B.y = x +…

A:

Q: CSCX-1

A: Multiply numerator and denominator by (cscx-1)

Q: x² +1 dx (3x+1) 2. Evaluate

A:

Q: Make the graphical representation of applying to evaluate integrals using Simpson’s 1/3 rule.

A: Simpson's rule is used for integration. It is numerical approximation of integrals(definite).…

Q: When computing a contour integral, are you able to split the function into two parts and add the…

A: Solution: Contour integral.

Q: In² xdx

A:

Q: How are integral tables typically used? What do you do if a particular integral you want to evaluate…

A: