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SHSAT Unlimited Practice: Solving for a Variable in Terms of Another Variable(s)

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Solve for $p$ in the equation below.

$py + b = za$

$za - b - y$

$\dfrac{za}{y} - b$

$\dfrac{za - b} {y}$

$za - \dfrac{b}{y}$

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Solve for $x$ in the equation below.

$xq + r = st$

$\dfrac{st} {r-q}$

$\dfrac{st}{q} - r$

$st - \dfrac{q}{r}$

$\dfrac{st - r} {q}$

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Solve for $r$ in the equation below.

$o=\dfrac{qst}{p^2}r$

$r=\dfrac{p^2}{qst}o$

$r=\dfrac{qst}{p}\sqrt{o}$

$r=\dfrac{\sqrt{qst}}{p}o$

$r=\dfrac{\sqrt{p}}{qst}o$

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Solve for $t$ in the equation below.

$g = t - ijk$

$t = g + ijk$

$t = ijkg$

$t = \dfrac{g}{ijk}$

$t = \dfrac{g}{j}+ik$

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Solve for $c$ in the equation below.

$a = c + de$

$c = dea$

$c = \dfrac{a}{de}$

$c = de - a$

$c = a - de$

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