What is a^{10}-b(15)/(a^2)-b^3 ?

The solution to a^{10}-b(15)/(a^2)-b^3 is a^{10}-(15b)/(a^2)-b^3

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simplify a^{10}-b(15)/(a^2)-b^3

simplify

a^{10} - b \frac{15}{a ^{2}} - b^{3}

a^{10} - \frac{15 b}{a ^{2}} - b^{3}

Solution steps

a^{10} - b \frac{15}{a ^{2}} - b^{3}

Simplify

b \frac{15}{a ^{2}} : \frac{b \cdot 15}{a ^{2}}

= a^{10} - \frac{b \cdot 15}{a ^{2}} - b^{3}

= a^{10} - \frac{15 b}{a ^{2}} - b^{3}

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What is a^{10}-b(15)/(a^2)-b^3 ?
The solution to a^{10}-b(15)/(a^2)-b^3 is a^{10}-(15b)/(a^2)-b^3