You have been given the following : F(2iy.z) = y™ Find the value for the partial derivatfves shown below. Your answer should hot have decinma ls 2/X or be rounded. a) fx (4,3,4) b) fy (2,4,2) c) fz (4,4,2)

Inclass 6. For f(x) = x², write the linear approximation at a =1 and estimate f(1.05). F(Xth)-FCX)

19. Differentiate the following functions. g) y = h) y = xsin-lx+ V1– x²

Let A(z)-1+². Rotate y-h(e), 0.5 SS2,-0.5, 1.25 ≤ y ≤ 5.y-5,0.55a52 around the y-axis. (See below.) Be sure to include surface area of the inner tube and accumulated surface area on the top as your accumulated surface area's independent variable varies. h(x)=1+x² y=h(x).05≤x≤2 x=05,125sys5 y=5,055x52 Rotate around the y-axis 1. What is the surface area for the Inner shell? Preview 2. What is the surface area for the outer shell? Preview 3. What is the base surface area? Preview 4. What is surface area for the entire shell? 35.219