$$8{n}^{2}+13n=0$$

inhiba5f
2022-09-16
Answered

Solve the following quadratic equation by factoring and applying the property: ab=0 if and only if a=0 or b=0.

$$8{n}^{2}+13n=0$$

$$8{n}^{2}+13n=0$$

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Isaiah Haynes

Answered 2022-09-17
Author has **16** answers

The given equation

Begin by factoring the left side of the equation

$$8{n}^{2}+13n=0$$

Taking common factor n from $$8{n}^{2}$$ and 13n

$$n=0\text{or}8n=-13\phantom{\rule{0ex}{0ex}}n=-\frac{13}{8}\phantom{\rule{0ex}{0ex}}n=0,\frac{-13}{8}$$

Begin by factoring the left side of the equation

$$8{n}^{2}+13n=0$$

Taking common factor n from $$8{n}^{2}$$ and 13n

$$n=0\text{or}8n=-13\phantom{\rule{0ex}{0ex}}n=-\frac{13}{8}\phantom{\rule{0ex}{0ex}}n=0,\frac{-13}{8}$$

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