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9 years, 2 months ago
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Find the remainder when 12^107 is divided by 37? a)34 b)36 c)11 d)3pls explain method u use to solve this...
Hi, This question is from cracku practice problem.
11433 and 13721 are divided by a certain number and the remainder is same in both cases then find the number of possible divisors?
Solution is ---
Required number of divisors are divisors of 13721 – 11433 = 2288 = 16*11*13No. of divisors of 16*11*13 = (4+1)(1+1)(1+1)/2 = 10.
I am not getting why after calculating no of factors it is divided by 2. Should not the answer be 20?
cxcxcxc
A positive whole number M less than 100 is represented in base 2 notation, base 3 notation, and base 5 notation. It is found that in all three cases the last digit is 1, while in exactly two out of the three cases the leading digit is 1. Then M equals
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