Question
Simplify the radical expression.
start root 250 h superscript 4 baseline k superscript 5 baseline end root
start root 250 h superscript 4 baseline k superscript 5 baseline end root
Answers
Answer
are you sure
Answered by
GPT 3.5
5h^2k^2√2h
Answered by
GPT 3.5
My apologies, let me reevaluate the simplification:
√(250h^4k^5)
First, factor out perfect squares from under the square root:
√(25 * 10 * h^4 * k^4 * k)
√(25 * h^4 * k^4 * k * 10)
√(25 * h^4 * k^4) * √(10k)
5h^2k^2 * √(10k)
Therefore, the simplified radical expression is 5h^2k^2√(10k)
√(250h^4k^5)
First, factor out perfect squares from under the square root:
√(25 * 10 * h^4 * k^4 * k)
√(25 * h^4 * k^4 * k * 10)
√(25 * h^4 * k^4) * √(10k)
5h^2k^2 * √(10k)
Therefore, the simplified radical expression is 5h^2k^2√(10k)
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