Literal Equations Practice Problems with Answers
There are ten (10) literal equations practice problems ahead. They come in a mix of difficulty levels, so some might seem like a breeze while others might challenge you a bit more. Remember, just like any other skill, the more you practice, the better and more confident you become. Good luck!
Problem 1: Solve the literal equation for [latex]g[/latex].
[latex]{\Large{1 \over 2}}gn\,- \,a=a[/latex]
Answer
Problem 2: Solve the literal equation for [latex]y[/latex].
[latex]2x\, -\, 6y = 4[/latex]
Answer
Problem 3: Solve the literal equation below for [latex]w[/latex].
[latex]k = m\left( {w + 2} \right)[/latex]
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Problem 4: Solve the literal equation below for [latex]b[/latex].
[latex]bk \,- \,k = a[/latex]
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Problem 5: Solve the literal equation below for [latex]p[/latex].
[latex]{\Large{{j\, – \,p} \over p}} = 1[/latex]
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Problem 6: Solve the literal equation below for [latex]d[/latex].
[latex]dc + a = c\, – \,dc[/latex]
Answer
Problem 7: Solve the literal equation below for [latex]x[/latex].
[latex]{\Large{{x\, – \,y} \over z}} +{\Large {{x\, – \,y} \over z}} = 4x[/latex]
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Problem 8: Solve the literal equation below for [latex]c[/latex].
[latex]{\Large{{c\, + \,1} \over 2}} = 2\left( {x\, -\, 2c} \right)[/latex]
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Problem 9: Solve the literal equation below for [latex]k[/latex].
[latex]{\Large{{k\, +\, r\, – \,1} \over {2r}}} = {\Large{{k\, – \,1} \over 2}}[/latex]
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Problem 10: Solve the literal equation below for [latex]e[/latex].
[latex]{\Large{1 \over m}}\, +\, {\Large{1 \over e}} \,- \,{\Large{1 \over w}} = 0[/latex]
Answer
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