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Popular >

simplify (-b^3c^4)^5

Solution

simplify

(- b^{3} c^{4})^{5}

Solution

- b^{15} c^{20}

Solution steps

(- b^{3} c^{4})^{5}

Apply exponent rule:

(- a)^{n} = - a^{n},

if

n

is odd

(- b^{3} c^{4})^{5} = - (b^{3} c^{4})^{5}

= - (b^{3} c^{4})^{5}

Apply exponent rule:

(a \cdot b)^{n} = a^{n} b^{n}

(b^{3} c^{4})^{5} = (b^{3})^{5} (c^{4})^{5}

= - (b^{3})^{5} (c^{4})^{5}

Simplify

(b^{3})^{5} : b^{15}

= - b^{15} (c^{4})^{5}

Simplify

(c^{4})^{5} : c^{20}

= - b^{15} c^{20}

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Frequently Asked Questions (FAQ)

What is (-b^3c^4)^5 ?
The solution to (-b^3c^4)^5 is -b^{15}c^{20}