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nction g is defined as g(x)=(7)/(3x^2)-2 (x-5)

Pergunta

nction g is defined as
g(x)=(7)/(3x^2)-2
(x-5)

nction g is defined as g(x)=(7)/(3x^2)-2 (x-5)

Solução

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MirellaVeterano · Tutor por 12 anos

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To find the function g(x), we need to simplify the given expression.<br /><br />The expression is:<br />$g(x)=\frac {7}{3x^{2}-2}(x-5)$<br /><br />To simplify this expression, we can multiply the numerator and denominator by (x-5):<br /><br />$g(x)=\frac {7(x-5)}{3x^{2}-2}$<br /><br />Therefore, the function g(x) is defined as:<br />$g(x)=\frac {7(x-5)}{3x^{2}-2}$
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