According to the Fundamental Theorem of Arithmetic, there is only one way to write the prime factors of any integer which is greater than 1.
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As a product of its prime factors it is: 3*5 = 15 Or as: 1*15 = 15
Three ways (I think).
I suspect that something very important is missing from your question. It would go between the words "write" and "as", and it would be a number. The answer to the question would be a positive whole number greater than ' 1 '.
2*2-*2*3 = 24 or as 23*3 = 24
Two ways: 5/5 = 1 and 5/1 = 5 because 5 is a prime number which has only 2 factors which are itself and one
2 x 617 = 1234617 x 2 = 1234
I'm not sure what you mean. But the factorization of a composite number into prime factors is unique, up to the ordering of the primes.
As a product of its prime factors: 2*47 = 94
2 x 2 x 2 x 3 = 24 23 x 3 = 24
As a product of its prime factors: 2*47 = 94
As a product of its prime factors it is: 3*5 = 15 Or as: 1*15 = 15
24 12*2 6*2*2 3*2*2*2 You can write those 4 numbers 4! ways, meaning 4*3*2*1 = 24 ways. ( interesting how it came out to be the original number)
two possible ways 1 and the other number or the number an 1
Divide it by each prime number which does not have remainder.
According to Wolfram Alpha, its prime factors are 11×79×2556067. (To get all of its factors, you can combine the prime factors in different ways.)
Three ways (I think).
24=2x2x2x3=22x2x3=23x3 if the order of the terms is not relevant if the order is relevant they you have to consider 2x2x3x2, 2x3x2x2, 3x2x2x2, 22x3x2 and so on