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Solve for $s$ in terms of $p$ , $q$ , $r$ , and $t$ . $\newline$ $sp = rtq$ $\newline$ $s =$ _____

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Solve multi-variable equations

Full solution

Q. Solve for

s

in terms of

p

,

q

,

r

, and

t

.

\newline

sp = rtq

\newline

s =

_____

Identify Problem: question_prompt: Solve for $s$ in terms of $p$ , $q$ , $r$ , and $t$ .
Isolate Variable: We got $sp = rtq$ . To get $s$ alone, we gotta divide both sides by $p$ .
Solve for $s$ : $s = \frac{rtq}{p}$ . Just like that, $s$ is isolated.
Verify Solution: Let's do a quick check, plug $s$ back into the original equation to see if it makes sense.
Check for Errors: $sp = (rtq/p)p$ , the $p$ 's cancel out and we're left with $rtq$ , which is what we started with. So we're good, no math errors here.

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\newline

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\newline

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\newline

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\newline

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\newline

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\newline

1

\newline

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