题目内容
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纠错
If $$x=k^2n^3p$$ and $$y=k^3np^2$$, where $$k$$, $$n$$, and $$p$$ are different prime numbers, which of the following is the least common multiple of $$x$$ and $$y$$?
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A$$k^2n^3p$$
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B$$k^3n^3p^2$$
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C$$k^3n^3p^3$$
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D$$k^5n^4p^3$$
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E$$k^6n^3p^2$$
B显示答案