Whoever can help with a question I posted earlier. I am very sorry; I put the wrong variable in the question.
Question is to solve for y and not "x" as my previous message and the equation is:
x = 3(r + ty)
So sorry for the confusion. Please help at your earliest. Thank you.
just get all the y stuff on one side of the equation.
x = 2r + 3ty
3ty = x - 2r
y = (x-2r) / 3t
oops
typo. I hit 2 instead of 3. I'm sure you noticed that, and can fix it.
No problem! I can help you solve the equation for y. Here's how to do it:
To solve for y in the equation x = 3(r + ty), we need to isolate y on one side of the equation.
Step 1: Distribute the 3 to both terms inside the parentheses:
x = 3r + 3ty
Step 2: Move the term without y (3r) to the other side of the equation by subtracting 3r from both sides:
x - 3r = 3ty
Step 3: Divide both sides by 3t to isolate y:
(x - 3r) / (3t) = y
Therefore, the solution for y in terms of x, r, and t is y = (x - 3r) / (3t).
If you substitute the correct values for x, r, and t into this equation, you will find the value of y.