Practice problem
Which is the greatest number: 1010010^{100}10100, 100!100!100!, 52!5^{2}!52!, or 100,000!99,997!\dfrac{100,000!}{99,997!}99,997!100,000!?
1010010^{100}10100
100!100!100!
52!5^{2}!52!
100,000!99,997!\dfrac{100,000!}{99,997!}99,997!100,000!
Type a concept, like “slope” or “photosynthesis”.