MAC 1114 Lecture 4: 4.3 Right Triangle Trig Notes

8. For each of the following iterated integrals, do the following: Sketch the region of integration. Where applicable, give a geometric interpretation of the iterated integral. Evaluate each double integral. Change the order of integration where nec- essary. (a) 104 fets dydr (b)//쁩udy dr (c)//gudy @i jsdady (h)? fsinrardy (i).t{r)lydydz 0 ev 1 2 dzd @j feë´ drdy((o) 2 4x c s(y ) dydr (p)//VI阿drdy a) J sin(3戸) dydx (r) fsin(H) dzdy (s)// dady (t) 9 3 sin (㎡) drdy (u) 4 2ye'dydr (v)//e-va dydz 0 y/2 1 Vy vz 0 z ivITpdrdy@i 2向dady (y)..-75dy dr (w) (1 3)

Hawkes-Single-Sign-Or X+v on ucture.com/ /196151 les > Hawkes Sync SSO Hawkes-Single-Sign-On o Save & End Practice Lesson: 2.3 Operations with Sets Question 11 of 14, Step 1 of 1 Use the given sets to find A u (B 9/14 Correct ufabd ) U,b, c. d,..,,y, Z A-(2, e, b, r, a} B= {z" e, p, h, y, r} C-11 c, r, a, z, y Tutor © 2018 Hawkes Learning

2. Find the derivative and second derivative of each function: (a) f(x) = (m)( +2) (b) f(x)=틀+ (c) f(x) = (x +2) (d) f(x) = (e) f(x)= 4sin2x +4 cos2x (f) f(x) /cos x sec x (g) f(x)=2e2+1 (h) f(x)= ( (i) f(x)= In 8x (G) f(x) - 5Ina (k) f(x)= (I) f(x) = (x2 + 2x + 1)2 (m) f(x) = sin(2x2+ 3) (n) f(x) = sin'(x2-5) (o) f(x)-マ (p) f(z) = cos( ) (c) f(x)-V (r) f(x) = eln sin(H) (s) /(x) =ln( ) +4 to be continued to the other side