√9-x² 5. (10pts) Find dx 2 6. (10pts) Show all work for how to compute: ſin(x)dx....
please show all work clearly thanks Find: 5x37x + 1 dx 37x-1 7. Find: 5 dx 8. Find: S(sin? x + cos²x) dx 9. Find: S(1 + tan’x) dx 10. Find: S(-1 - cotx) dx
Find the most general antiderivative or indefinite integral. please show work. Vr 2 (४ + dx
All work please Evaluate: SỐ 9(x) dx, where g(x) = x2 for x 5 2 = 5 + x for x > 2 Find the average value of y = 4x3 + 2x over the interval [–2, 1]
Suppose that l's f(x)dx = 2, Lot f(x)dx = -6 and [ f(a) =1 Compute f(x)dx O 5 O-5 -9 O-4 O9
please help me and show all the steps and make sure it's correct [10pts.) 5. Find dy and the equation of the tangent line at the point (x,y)=(-2, 0) on the curve r = 21-sin(@)). Include a graph of the polar curve with the orienation indicated. dx [10 pts.) 6. Graph the polar equations r = 5 cos(30) and r = 3cos() for --/2S15 /2. Label any key points needed to find the area that lies in the common interior...
Find the most general antiderivative of f(x) = (3−4x)^−3 − (1 + x^2)^−1 SHOW ALL WORK
Show detailed work 4. (9 points each) Integration: 77 1 Vx(1+x)2 sinx (b) S3 -dx (6-cos x) 3 (© 1.6.-2) )dx (d) St(t – 5)ºdt (e) 56x?=+*+VX-4 dx
Find the most general antiderivative of f(x) =(1/3x) − 2sec^2(x/2)−e^−2x+3 SHOW ALL WORK
(1 point) Let [ f(z)dx=-13, 5° f(x) dx = 3, $*g(x) dx = 6, §*9(a) dx = 1, J2 Use these values to evaluate the given definite integrals. a) ["{$(2) + 9()) dx = 6 .) – g(x)) dx = * (31(2) + 29(2) de = (af(x) + g()) dc = 0. d) Find the value a such that a=
Find S (3x - 5)(x – 3)dx, with C as the constant of integration. S(3x – 5)(x – 3)dx = Enter your next step here Find a antiderivative for – 7 cos x. You may use C as the constant of integration. Antiderivative = Enter your next step here * () ne per tris ab 6 Find S(5x3 +678 +2)dx, with C as the constant of integration. Slox++ 2)dx = Enter your next step here dx, with C as the...