< sin!!), w5"1)? aiong.seni-circle. 4) Work done by o trom tJ5, 1) to' (-3,-1) t radius 2 · 个。 3+1 ニ2 (-J3. 1).

Q: Which is an example of two differnt fuctions that have the same domain and the same range, but have…

Q: Explain why it is not necessary to use the Quotient Rule to compute

Q: b) All con tnuouyf func tien impending Sf (t)d+ = x,arctonx (りす

Q: (12) 1. A (BC) . 2. (13) 1. ~ (CA)/:. ~B (A-B) v (C-D) 2. ~Al.. C (14) 1. Dv~ A 2. 3. ~(A.~B) ~ C…

Q: 27The platis that passes through the e Point C672) and contains the lihie メー4-2t)X= 345t) Zと+4t 4. こ

Q: Find y". y3 (x-6)-5 O 20(~x-6)-7 (Vk - 6)-6 (Nx-6)기 6. -5 6. Wx-6)

Q: verify that (A + B) + C = A + (B + C)

Q: 2. y = Vg(h(x)) (g) cha))た. A'(x)'a 1,

Q: solve differtial eauatiun 6x dy +(61ny+5) ¿x =o

Q: evaluate, the pielewise finction at the indicated' values f6) =63 4x-5 if ×ム4 if X24

Q: 4) x= V12 – x V12-x %3D

Q: 6) - secx tanxd x

Q: 26) Setup, but do not evaluate, L4 on y = x² - 3 on the interval [6, 14].

Q: Supposo that | FC) dx =13, fい)n -23, and gla)dx=35 2. fCx) drx = こxp(の J3fa) dx= C+fし),33J- 2.