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Popular >

expand y^4(6-y)(5+y)

Solution

expand

y^{4} (6 - y) (5 + y)

Solution

30 y^{4} + y^{5} - y^{6}

Solution steps

y^{4} (6 - y) (5 + y)

Expand

y^{4} (6 - y) (5 + y) : y^{4} (30 + y - y^{2})

= y^{4} (30 + y - y^{2})

Apply the distributive law:

m (a + b + c) = ma + mb + m c

y^{4} (30 + y - y^{2}) = y^{4} \cdot 30 + y^{4} y + y^{4} (- y^{2})

= y^{4} \cdot 30 + y^{4} y + y^{4} (- y^{2})

Simplify

y^{4} \cdot 30 + y^{4} y + y^{4} (- y^{2}) : 30 y^{4} + y^{5} - y^{6}

= 30 y^{4} + y^{5} - y^{6}

Popular Examples

1 \frac{11}{16}

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4 + (- 11)

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\frac{0.5}{1 - 0.5}

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\frac{2 x ^{3} - x ^{2} + x}{x}

Frequently Asked Questions (FAQ)

What is expand y^4(6-y)(5+y) ?
The solution to expand y^4(6-y)(5+y) is 30y^4+y^5-y^6