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What is the minimum possible value of the 2-digit integer EF in the following CRYPTOGRAM? Where A, B, C, D, E and F are all distinct digits and 0 is not allowed to be a leading (first) digit..
+ C D
A and C must be lowest digits- 1&2, and one of B or D can be 0, and the other will be next one greater than 2- so 3. We have 13+20=33 - the lowest number for EF.
For some positive integer k both 4^k and 5^k start with the same digit x in base 10 i.e.
4^k = x.....
5^k = x.....
What is the sum of all possible values of x.
I'm thinking of a number.
What is the number?
Using 1, 2, 3, 4 & 5 in any order and the operators + - % * each exactly once what is the greatest possible value that you can make?
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