8. (1 Credit) Evaluate the integral LI-Inwear daduda 8. (1 Credit) Evaluate the integral LI-Inwear daduda
1. Evaluate the following definite integral using the substitution formula: LI 4 cos(x) sin(x)dr.
Show all work to receive any credit. 1. Evaluate the following integral or state that it diverges. Explain.
Evaluate in matlab please Part d Faculty of Engineering Question 1 Consider the integral 8 1-0.055x4 0.86x3 - 4.2x2 + 6.3x + 2)d:x 0 Evaluate the integral analytically to four decimal places. Use Romberg integration to evaluate the integral to an accuracy of to three decimal places. Evaluate the given integral using the three-point Gauss quadrature formula, rounding the final answer to three decimal places. a) b) c) d) Evaluate the integral in MATLAB using the integral function ,-0.5%, rounding...
5. Evaluate the integral sec" x dr. 6. Evaluate the integral I 2 dx X3 V x2 – 1 >1. 7. Evaluate the integral dc I VAI 8. Evaluate the integral 19 - 22 dc. .x2
For each indefinite integral, evaluate the integral. For each definite integral, evaluate the integral or show that it is divergent. ******Please try not to use U-sub, I do not understand how the online step by step calculators solve using 4. a and b 8+2x2 r(arctan(x))dx 8+2x2 r(arctan(x))dx
8. (7 points) Evaluate the indefinite integral using a substitution. State the substitution and show all work to justify your result for credit. dx V1 - 4x2 sin-1(2x)
Evaluate the integral (-8 sin(t)- 4 cos() dt ntegral Evaluate the integral (-8 sin(t)- 4 cos() dt ntegral
Evaluate the integral Evaluate the integral
Evaluate the integral /(1+ (1 + Væ)2/7 da Use integration by parts to write the integral 210e2* de in terms of 8 8 2x dx
11. (4pts) Use the LIMIT DEFINITION of the integral to evaluate the following integrals. No Credit will be awarded for solutions obtained by using the Fundamental Theorem of Calculus. [ (2-x²)dx