Find 2 numbers which are perfect square aw well as perfect cube (other than 1) Write all the prime factors of these numbers. Can you guess what property these numbers may satisfy?
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Answer:
64 is 1 of the numbers.
It's prime factors are 1, 2 and 64
Step-by-step explanation:
Square numbers on left and cube numbers on the right.
Can you now work out the rest of the question like this?
2 4
9 27
16 64
25 125
36 216
49 343
64 512
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