Exact result
10,000
10 choices for 4 ordered positions gives 10,000.
Each of the 4 PIN positions has 10 choices. PINs like 1234 and 4321 are different, and repeated digits like 0000 are allowed, so the total is 10^4.
Worked steps
Show your work
- Inputs: n = 10, r = 4
- Formula: n^r
- Substitute: 10^4
- Steps: multiply 10 by itself 4 times
- Result: 10 choices for 4 ordered positions gives 10,000.
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Each of the 4 PIN positions has 10 choices. PINs like 1234 and 4321 are different, and repeated digits like 0000 are allowed, so the total is 10^4.
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