Find in terms of t for the following parametric equations:
1
|
y = 2t | x = 4t2 |
2
|
y = 2cos t | x = 2sin t |
3
|
y = t2 | x = 2t |
4
|
y = t2 + 3 | x = 2t + 3 |
5
|
y = sin t | x = cos t |
6
|
y = 3t2 | x = 6t − 1 |
7
|
y = 3v + 4 | x = v / 2 |
8
|
y = 2 sin t | x = 4 cos t |
9
|
y = 2u + 3 | x = 6u − 4 |
10
|
y = w2 − 4 | x = (w − 4)2 |