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2 to the 6th, and 4 to the 3rd

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Q: Which 2 ways can you represent 64 in powers?
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Which two ways can you represent 81 in powers?

3^4 or 9^2


Which two ways can you represent 32 in powers?

One way is 4 the power of 2


Which 2 ways can you represent 8000 in powers?

8000 is:20380001 (that's all that i could find)


How many ways can you express the number 64 using bases and exponents?

In infinitely many ways. However, if you want powers of positive integers only, then you can express 64 as a power of 2, 4, 8 and of 64 itself.


Which 2 ways can you represent 81 in powers?

81 = 9^2 = 3^4 ("^" means "to the power of" - ^2 = squared, ^3 = cubed, etc.)


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25 to the 2nd power, 5 to the 4th


Which 2 ways can you represent 16 in powers?

16 = (256)1/2 Also, 16 = (64)2/3 . There are an infinite number of 'correct' answers to this question as it is posed. To limit the number of good answers to 3, insert 'integral' before 'powers'. To limit to 2 only, you need to disqualify (16)1 . Yes, this is picky-picky, but mathematics is all about precision and absolute certainty. 16 = (2)4 16 = (4)2


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2 ways


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20/100 or 2/10


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Example: 2:50 2 to 50 2/50


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