What is expand x(1-x^4+sqrt(x)-x^9) ?

The solution to expand x(1-x^4+sqrt(x)-x^9) is x-x^5+xsqrt(x)-x^{10}

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expand x(1-x^4+sqrt(x)-x^9)

expand

x (1 - x^{4} + x - x^{9})

x - x^{5} + x x - x^{10}

Solution steps

x (1 - x^{4} + x - x^{9})

Distribute parentheses

= x \cdot 1 + x (- x^{4}) + x x + x (- x^{9})

Simplify

x \cdot 1 + x (- x^{4}) + x x + x (- x^{9}) : x - x^{5} + x x - x^{10}

= x - x^{5} + x x - x^{10}

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What is expand x(1-x^4+sqrt(x)-x^9) ?
The solution to expand x(1-x^4+sqrt(x)-x^9) is x-x^5+xsqrt(x)-x^{10}