4. Evaluate the following integrals. Show all work! (a) [r? Vx +3dx In V (b) love...
Evaluate the following indefinite integrals. Show your work please! a) ∫ tan^3 4x dx b) ∫ sec^4 3x dx
show work Evaluate the following integrals. + 2x) dx a/(v + te 5 / (54e + ) de [ 122c" dz c) Upload Choose a File
A. Show that the differential forms in the integrals are exact. B. Then evaluate the integrals. (0,1) (3x - y + + 1) dx + (-x - 2y + 2) dy
jusr d and e 4. Evaluate the following integrals by making appropriate substitution. fe*(e* 1)?dx + a. esc2x dx cot3x dx Vx+2 b. C. S dx d. 1 (1+x) dx 0 x2+1 e. 4. Evaluate the following integrals by making appropriate substitution. fe*(e* 1)?dx + a. esc2x dx cot3x dx Vx+2 b. C. S dx d. 1 (1+x) dx 0 x2+1 e.
Evaluate the integrals. Please show each step clearly. Thanks! :) 1) Evaluate the following integrals. You must show your work. If an integral does not converge, show why. a. st x2 - 4x – 1 dx x3 + x 10 b. 5 - dx (x - 2)3 c. .00 15x2 + 6 dx (5x3 + 6x)3
8. Evaluate the given integrals. Show all work: 8. Evaluate the given integrals. Show all work: (a) ſ 1 der x Inc (e) der 2+1 [" sin cos x de
4. [25 points) Solve each of the following definite and indefinite integrals. Show all of your work for full credit. For definite integrals, leave numerical answers in exact form (without rounding). Please double-check to make sure you copy the problems correctly, as minor typos could change the difficulty of these substantially. a. 1(413 – 1/3 + 1)dt b. Syndx c. S x cos(3x) dx d. S 6x sin(3x) dx e. 2y In y dy
if you could please evaluate each of the following integrals that would be great! Thank you in advance! ДА 9 10 11 12 13 14 15 15 a) | 4e** f(e?*)dx ja b) [2]5(-x+1) di c) [°50f(3x² +1)dx + d) 3f (2 cos(4x)+1) .dk csc(4x) (Vx √x - dx f) s f (5 tan(3x)) - dx cos? (3x) +1+ 12
Evaluate the following integrals. Integral x*ln(x^2+3x+2)dx 2. (8 points) Evaluate the following integrals. Answers without supporting work will re- ceive no credit. (a) (5 points) | < ln(x2 + 3x + 2) dx
6.52. Evaluate JJ Vx*+v*dx dy, where R is the region 2+ at.