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What is the simplest form of the expression? ∛45 + ∛2058 - ∛750
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\[\sqrt[3]{45}\] cannot be "simplified" in any way
A. 9∛6 B. 2.8∛6 C. 4∛6 D. 14∛6
\[2058=6\times 7^3\] so \[\sqrt[3]{2058}=7\sqrt[3]{6}\]
\[750=6\times 5^3\] so \[\sqrt[3]{750}=5\sqrt[3]{6}\]
but we are stuck with \(\sqrt[3]{45}\)
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either there is a typo on the question, or it is a straight up mistake made by whoever wrote it
@a1234 need ur help please
I'm sorry, I don't know.
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