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1.5g+1.2+7.6g-5.71.5g+1.2+7.6g−5.7?
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So first off, combine like terms \(\color{white}{\sf{0=\color{tomato}{1.5g}+\color{lime}{1.2}+\color{tomato}{7.6g}+\color{lime}{5.7}}}\) \(0=\color{white}{\sf{\color{cyan}{9.1g} + \color{lime}{1.2}+\color{lime}{5.7}}}\) \(0=\color{white}{\sf{\color{cyan}{9.1g} + \color{violet}{6.9}}}\) Next, we need to get \(\sf{\color{violet}{g}}\) by itself, and to do that we remove \(\sf\color{violet}{6.9}\) to both sides \(\sf\color{white}{\color{violet}{6.9} = \color{cyan}{9.1g}}\) Now, we divide by \(\sf\color{cyan}{9.1}\) on both sides to get \(\sf\color{cyan}{g}\) by itself \(\sf\color{white}{\color{yellow}{0.758}=\color{cyan}{g}}\)
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