Solve for t in terms of r and s. s = -t/r t = ______

Multiply by r: We got s = -t/r. To get t by itself, we need to get rid of the division by r, so we'll multiply both sides by r. s * r = -t/r * rCancel out r: Now, when we multiply -t/r by r, the r's cancel out on the right side, so we're left with: s * r = -tGet rid of negative sign: We're solving for t, so we need to get rid of that negative sign. We'll multiply both sides by -1. -s * r = t

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Solve for $t$ in terms of $r$ and $s$ . $\newline$ $s = -\frac{t}{r}$ $\newline$ $t =$ ______

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Math Problems

Algebra 2

Solve multi-variable equations

Full solution

Q. Solve for

t

in terms of

r

and

s

\newline

s = -\frac{t}{r}

\newline

t =

______

Multiply by $r$ : We got $s = -\frac{t}{r}$ . To get $t$ by itself, we need to get rid of the division by $r$ , so we'll multiply both sides by $r$ . $s \times r = -\frac{t}{r} \times r$
Cancel out $r$ : Now, when we multiply $-\frac{t}{r}$ by $r$ , the $r$ 's cancel out on the right side, so we're left with: $s \cdot r = -t$
Get rid of negative sign: We're solving for $t$ , so we need to get rid of that negative sign. We'll multiply both sides by $-1$ . $-s \times r = t$