Question

Solve for t in terms s=t+u+v

Answer 1

So, "t" is equal to "s" minus "u" minus "v."

Explanation:

To solve for "t" in terms of "s," "u," and "v" in the equation s = t + u + v, you can isolate "t" on one side of the equation. Here's how you can do it:

s = t + u + v

First, subtract "u" and "v" from both sides of the equation:

s - u - v = t + u + v - u - v

This simplifies to:

s - u - v = t

Now, "t" is isolated on the right side of the equation, so you have:

t = s - u - v

So, "t" is equal to "s" minus "u" minus "v."