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Rewrite the following equation in standard form.Hint: The standard form of a linear equation is where and are not both zero, and , , and are integers whose GCF is .
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Q. Rewrite the following equation in standard form.Hint: The standard form of a linear equation is where and are not both zero, and , , and are integers whose GCF is .
- Given Equation: Start with the given equation.We need to rearrange this equation into the standard form, which is .
- Move -term: Move the term to the other side of the equation by subtracting from both sides.However, the standard form requires the -term to be positive and before the -term. So we need to multiply the entire equation by to make the -term positive.
- Multiply by : Multiply the entire equation by .Now, we need to write the -term first.
- Write -term first: Rearrange the terms to place the -term first.This is the equation in standard form.
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