Problem 82
Question
Add or subtract terms whenever possible. $$\sqrt{3}+\sqrt[3]{15}$$
Step-by-Step Solution
Verified Answer
The simplified form of \( \sqrt{3}+\sqrt[3]{15} \) is \( \sqrt{3}+\sqrt[3]{15} \).
1Step 1: Examine the given expression
The given expression is \( \sqrt{3}+\sqrt[3]{15} \). in this mathematical problem, there aren't common indices between the two root expressions and given the fact that they are irrational numbers, they cannot be directly mixed.
2Step 2: Expression simplification
The given expression does not yield a simpler form or a computed result because of the different type of roots involved and the numeric values contained inside the roots. Hence, the simplified expression is still \( \sqrt{3}+\sqrt[3]{15} \).
Other exercises in this chapter
Problem 81
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