Find two smallest perfect square numbers which when multiplied together gives a perfect cube number
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Answer:
the two smallest numbers which will have a multiplication of their square and will give a perfect cube are 2 and 4
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The two smallest perfect square numbers are 4 and 16.
At given condition, when the two smallest perfect square numbers are multiplied it gives a perfect cube number.
Perfect square numbers :
4 = 2 × 2
16 = 4 × 4
While multiplying 4 and 16, perfect cube number 64 is obtained.
4 × 16 = 64
Given condition is satisfied.
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Find two smallest perfect square numbers which when multiplied together gives a perfect cube number
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