Question 8 - of 8 step 1 of 1
Simplify the expression by combining the radical terms using the indicated operation(s).

Answer 2 Points

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Mar 21,2025

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Question 8 - of 8 step 1 of 1 Simplify the expression by combining the radical terms using the indicated operation(s). $$ 5 \sqrt[3]{4}+\sqrt[3]{4}+4 \sqrt[3]{y} $$ Answer 2 Points $$ -\times $$

UpStudy AI · Accepted Answer

We start with the expression:

$$
5\sqrt[3]{4}+\sqrt[3]{4}+4\sqrt[3]{y}
$$

**Step 1:** Identify like terms. The first two terms have the same cube root, $$\sqrt[3]{4}$$, so they can be combined.

$$
5\sqrt[3]{4}+\sqrt[3]{4} = (5+1)\sqrt[3]{4} = 6\sqrt[3]{4}
$$

**Step 2:** The third term, $$4\sqrt[3]{y}$$, is different because the radicand is $$y$$. It does not combine with $$\sqrt[3]{4}$$.

**Step 3:** Write the simplified expression:

$$
6\sqrt[3]{4}+4\sqrt[3]{y}
$$
The simplified expression is $$6\sqrt[3]{4} + 4\sqrt[3]{y}$$.

Question 8 - of 8 step 1 of 1
Simplify the expression by combining the radical terms using the indicated operation(s).

Answer 2 Points

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Question 8 - of 8 step 1 of 1 Simplify the expression by combining the radical terms using the indicated operation(s). Answer 2 Points