- #1
dolpho
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- 0
Homework Statement
Parametrize the curve by a pair of differentiable functions x = x(t), y = y(t) with [x '(t)]2 + [y '(t)]2≠0, then determine the tangent line at the origin.
y=2x^3
The Attempt at a Solution
Honestly I don't really understand what it's asking for. I assume it wants us to make 2 equations, x= something and y = something but I'm not quite sure how to get there. Then we can find the tangent line by taking the derivative.
Unfortunately I can't even show work on this problem since I don't even know where to start. Would appreciate any help on this question <3