Where did they get 4 from (next to the integral)? and why aren't the parameters -3 to 3? ANSWER:
Posted: Mon Jul 11, 2022 10:47 am
Where did they get 4 from (next to the integral)? and why aren't the parameters -3 to 3?
ANSWER:
In exercises 41–44, find parametric equations for the indicated curve. If you have access to a graphing utility, graph the surfaces and the resulting curve. Estimate its arc length. 44. The intersection of y² + z² = 9 and x = = 2
44. Solve for z in terms of y and use y as a parameter to get x = 2, y = t, and z=+√9-t² S 3 45 0² +1² + 13 -t 19-1² -12 (sin()X- 3 2 dt = 18.8496
ANSWER:
In exercises 41–44, find parametric equations for the indicated curve. If you have access to a graphing utility, graph the surfaces and the resulting curve. Estimate its arc length. 44. The intersection of y² + z² = 9 and x = = 2
44. Solve for z in terms of y and use y as a parameter to get x = 2, y = t, and z=+√9-t² S 3 45 0² +1² + 13 -t 19-1² -12 (sin()X- 3 2 dt = 18.8496