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Find how many four digit numbers can be formed using the digits 5,6,7,8 and 9 if; (a) any of the digits can occur more than once
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\[4^5\]
the answer is 625
??
oh sorry i wrote \[4^5\] it is \[5^4\]
why is it to the power of 4
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you have 4 slots to fill ___ ____ ____ _____ 5 choices for first slot, 5 for second, 5 for third, 5 for fouth
"counting principle" tells you the number of ways you can do it is \[5\times 5\times 5\times 5\]
ok thanks :)
yw i bet there is a b and c and d too
I've figured the others out lol
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