The problem involves parametric equations defined as x(t)=2t-1 and y(t)=t^2, with the goal of algebraically eliminating the parameter to derive a rectangular equation.
Some participants have suggested isolating the parameter as a viable approach, while others express doubts about their understanding of the steps involved. There is ongoing exploration of the method without a clear consensus on the best approach.
Participants note the absence of examples in their textbook that specifically address the elimination of parameters in non-trigonometric contexts, which contributes to their uncertainty.
shauna_o said:I've been working with this problem still, and was wondering if i was on the right track...
to solve for the parameter i have to isolate the T and then subsitute into the other problem?
hopefully that's correct, but i'd love if someone could let me know. thanks!