If A = 555! And B = (278)555 then which one of the following relation is appropriate?Cannot be determinedA>BA<BA=B
Question
If A = 555! And B = (278)555 then which one of the following relation is appropriate?Cannot be determinedA>BA<BA=B
Solution
The appropriate relation is A > B.
Here's why:
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A = 555! means A is the factorial of 555. The factorial of a number is the product of all positive integers less than or equal to that number. So, 555! is a very large number.
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B = (278)^555 means B is 278 raised to the power of 555. Although this is also a large number, it's not as large as 555!.
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Therefore, A > B.
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