If the denominator of a linear equation with one variable is the same, what should we do? For example, 80 (X-5) - 2 = 80 (x + 1) + 2 Where - 2 and + 2 are not molecules, but numbers added to fractions If the denominator is multiplied by 80, are the - 2 and + 2 after the fraction still multiplied 80 / (X-5) (the whole of a fraction) is followed by - 2, 80 / (x + 1) (the whole of a fraction) is followed by + 2 -2 and + 2 are not one with 80 (X-5) and 80 (x + 1)

If the denominator of a linear equation with one variable is the same, what should we do? For example, 80 (X-5) - 2 = 80 (x + 1) + 2 Where - 2 and + 2 are not molecules, but numbers added to fractions If the denominator is multiplied by 80, are the - 2 and + 2 after the fraction still multiplied 80 / (X-5) (the whole of a fraction) is followed by - 2, 80 / (x + 1) (the whole of a fraction) is followed by + 2 -2 and + 2 are not one with 80 (X-5) and 80 (x + 1)

Yes. It's all 80

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