What is (79319+9472)/(55x^{23)} ?

The solution to (79319+9472)/(55x^{23)} is (88791)/(55x^{23)}

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simplify (79319+9472)/(55x^{23)}

simplify

\frac{79319 + 9472}{55 x ^{23}}

\frac{88791}{55 x ^{23}}

Solution steps

\frac{79319 + 9472}{55 x ^{23}}

79319 + 9472 = 88791

= \frac{88791}{55 x ^{23}}

(2 x + 5) 3 + (5 x - 9) 3

cos^{2} (- x)

(\frac{1}{4} x + \frac{2}{7} y)^{3}

125 - 8 x^{3} - 27 y^{3} - 90 x y

x^{p} \cdot x^{2} p

What is (79319+9472)/(55x^{23)} ?
The solution to (79319+9472)/(55x^{23)} is (88791)/(55x^{23)}