simplify -\sqrt[3]{16}*\sqrt[3]{4}

Let's simplify:

- \sqrt[3]{16} \times \sqrt[3]{4}

ⓘ Powers with the same exponent are multiplied by multiplying the bases:

- \sqrt[3]{16} \times \sqrt[3]{4}

- \sqrt[3]{16 \times 4}

- \sqrt[3]{16 \times 4}

ⅰ

16 \times 4

(10 + 6) \times 4

10 \times 4 + 6 \times 4

40 + 24

64

- \sqrt[3]{64}

ⓘ The root of order

3

is the number whose power

3

equals the radicand:

\sqrt[3]{64}

4

;

4^{3}

64

;

- \sqrt[3]{64}

-4

▶Simplified form:

-4