In Exercises 53–56, find two different sets of parametric equatio...

Question

In Exercises 53–56, find two different sets of parametric equations for each rectangular equation.

y = 4x − 3

Accepted Answer

Obtain two distinct sets of parametric equations corresponding to the following equation, Y equals not X minus five. And we have four possible answers here all with X or Y equals to some form of T. Let's see if we can find an answer to this problem. We have Y equals nine X minus five. Now we wonder why in terms of T, so we need some kind of substitution. Let's first look at R nine X, let's say we change this nine X to be equals to T, we do that our Y transforms or Y will now be T minus five. We also have nine X equals C. If we divide by nine, we get X is equals to T divided by nine. So we now have one form of parametric equation. Now, we need a different set. We can kind of get a little bit creative here with our Y equals, let's say we have a Y equals in a set of nine X. We will put three multiplied by three X and we'll set our three X equals to T, we get Y equals three, T minus five. If we divide both sides by three here. We get X equals T divided by three. We now have two sets of parametric equations. Y equals C minus five, X equals C valued by nine, Y equals three T minus five and X equals C divided by three. This answer corresponds with answer A OK. I hope to help you solve the problem. Thank you for watching. Goodbye.

My Courses

Chemistry

Biology

Math

Physics

Business

Social Sciences

Programming

Product & Marketing

In Exercises 53–56, find two different sets of parametric equations for each rectangular equation. y = 4x − 3