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There were two men standing on a street. The one says to the other. ‘’I have 3 daughters, the product of their ages is 36. What is the age of of the OLDEST daughter?’’ The second guy says, ‘’I need more information. ‘’So, the first guy says, ‘’The sum of their ages is equal to the address of the house across the street.’’ The second guy looks at the address and says, ‘’I still need more information’’. So, the first guy says. ‘’My oldest daughter wears a red dress.’’
What is the largest number of positive integer to be picked up randomly so that the sum or difference ofany two of the chosen number is divisible by 10?
Choose the correct option for the remainder when X=1!+2!+3!+…+100! is divided by 24.
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