the smallest 5-digit number formed by using the digits 3,0,1 (Repetition not allowed)​

Question

the smallest 5-digit number formed by using the digits 3,0,1 (Repetition not allowed)​

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Quinn 3 weeks 2021-08-20T04:30:24+00:00 2 Answers 0 views 0

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    0
    2021-08-20T04:31:28+00:00

    Given : digits 3,0,1    

    number formed by using the digits 3,0,1 (Repetition not allowed)​

    To find : smallest 5-digit number

    Solution:

    Given digits are 3  ( 3 , 0 & 1)

    Repetition of digits not allowed

    Hence maximum 3 digit number can be formed

    Hence 5 digit number is not possible

    Assuming Repetition of digits allowed

    arrange 3 , 0  , 1 in increasing order

    0 , 1 , 3

    1st digit can be zero

    Hence 1st digit  = 1

    Then all other digits 0

    Hence 10000 is smallest 5-digit number formed by using the digits 3,0,1 (Repetition  allowed)​

    Considering another case

    Assuming Repetition of digits allowed and all digits have to be used

    arrange 3 , 0  , 1 in increasing order

    0 , 1 , 3

    1st digit can be zero

    Hence 1st digit  = 1

    Then all other digits 0 and last digit 3

    Hence 10003 is smallest 5-digit number formed by using the digits 3,0,1 (Repetition  allowed)​ using all the digits

    Learn more:

    Determine the number of 5 digit numbers that can be formed using …

    https://brainly.in/question/17456010

    digit numbers are formed by the digits 1234 and 5 without repetition …

    https://brainly.in/question/9351970

    0
    2021-08-20T04:32:18+00:00

    the final answer is 10003

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