Question

The number of ways that 576 can be expressed as the product of two distinct factors is​

Answer 1

Answer:  hey my frnd this is ur answer

Step-by-step explanation:

576 = 2^6*3^2. Hence, total number of factors of 576 = 7*3=21. Hence,576 can be written as a product of two distinct factors in 20/2 or 10 ways.

Answer 2

Answer:576 = 2^6*3^2. Hence, total number of factors of 576 = 7*3=21. Hence,576 can be written as a product of two distinct factors in 20/2 or 10 ways.

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