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There are 8 characters in a password. The password can have upper case, lower case, or one of 32 special characters. How many different passwords are possible. Why?
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if you can repeat characters, any position can have one of \(26\times 26\times 32\) different characters. by the counting principle that means you have \(\left(26^2\times 32\right)^8\) possible combinations
that makes a lot of sense! thanks! do you think you could help me with one more related problem?
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