Question

eliminate parameter.

Answer 1

\[x=\frac{ 1 }{ 2 }t+4\]

Answer 2

\[y=t ^{3}\]

Answer 3

Plug it in!
\[t=\sqrt[3]{y}\]
\[x=\frac{ 1 }{ 2 }\sqrt[3]{y}+4\]

Answer 4

2(x-4)=t

Answer 5

i plugged that into my y equation.

Answer 6

You can eliminate the parameter by solving for y in terms of t OR x in terms of t, then back-substitution.

Answer 7

would it be wrong if i did because ive been solving for x

Answer 8

Nah, solving for x is still a way, so you can!

Answer 9

Also, uh, your mathematics is right..
@FaiqRaees what was the problem?

Answer 10

so really one can solve for both x and y right?

Answer 11

yeah!

Answer 12

Since you have x in terms of t
and y in terms of t
you can eliminate that parameter t

Answer 13

ty