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From supply and demand to position and velocity, equations model the world around us. Equip yourself with the tools necessary to solve for x. See more

Solve the following for \(Y\) in terms of \(X:\) \[ X = 6Y .\]

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Given the equation \( X = 2 Y + 7, \) solve for \(Y\) in terms of \(X\).

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Solve the following for \(Y\) in terms of \(X:\) \[ \frac{Y+2}{X+7} = 1.\]

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Joshua has 5 times as many toys as Kevin.

Joshua has 8 more toys than Larry.

If Larry has \(L\) toys and Kevin has \(K\) toys, which of the following expresses \(K\) in terms of \(L\)?

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Given the equation \( X = 3 Y + 6, \) solve for \(Y\) in terms of \(X\).

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