SOLUTION: There are 10Superscript 5 personal identification numbers. There are 5 times 10Superscript 4 people who will be assigned a PIN. How many PIN numbers are available for each​ p

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Question 1121670: There are 10Superscript 5 personal identification numbers. There are 5 times 10Superscript 4 people who will be assigned a PIN. How many PIN numbers are available for each​ person?
Answer by josgarithmetic(39623) About Me  (Show Source):
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There are 10Superscript 5 personal identification numbers. There are 5 times 10Superscript 4 people who will be assigned a PIN. How many PIN numbers are available for each​ person?
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There are 10^5 personal identification numbers. There are 5*10^4 people who will be assigned a PIN. How many PIN numbers are available for each​ person?
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PINs per PERSON

%2810%5E5%29%2F%285%2A10%5E4%29
%281%2F5%29%2A10%5E%285-4%29
0.2%2A10
highlight%282%29