Inactive Tutor answered 11/11/20
dx/dt = 3t2+12t+9 and dy/dt = 6t2+18t-24
dy/dx = (dy/dt)/(dx/dt) = (6t2+18t-24)/(3t2+12t+9) = 0
6t2+18t-24 = 0 --> t2+3t-4 = (t+4)(t-1) = 0 --> t = 1, -4
Select the last choice, t = 1
Stephanie B.
asked 11/11/20
Find the value of t for which
= 0 for the parametric equations x = t3 + 6t2 + 9t + 1 and y = 2t3 + 9t2 - 24t + 6. (5 points)
answer choices
| t = 1, t = 3 and t = 4 | |
| t = -1 | |
| t = -3 | |
| t = 1 |
Inactive Tutor answered 11/11/20
dx/dt = 3t2+12t+9 and dy/dt = 6t2+18t-24
dy/dx = (dy/dt)/(dx/dt) = (6t2+18t-24)/(3t2+12t+9) = 0
6t2+18t-24 = 0 --> t2+3t-4 = (t+4)(t-1) = 0 --> t = 1, -4
Select the last choice, t = 1
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