Question

write the smallest 6 digit number with 4 different digits with 5 at ones place.
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Answer 1

$\textbf{QUESTION :-}$

write the smallest 6 digit number with 4 different digits with 5 at ones place.

$\textbf{ANSWER :-}$

• To form the smallest 6 digit number with four different digits, we have to use the first four whole numbers : 0,1,2,5,.

• Now,we cannot use the zero as the first digit of the number because it will reduce the count of digits in that number.

• Avoiding zero as the first digit,we can start the number by 1. After that,we have to put 3 zero and lastly we have to put other two digits at the end of the number in ascending order.

•At ones place 5 is needs to be used

• So,the final number will be 100025 and it has four different digits 0,1,2,5.

$\boxed{100025}$

Answer 2

Answer:

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Step-by-step explanation:

write the smallest 6 digit number with 4 different digits with 5 at ones place.

• To form the smallest 6 digit number with four different digits, we have to use the first four whole numbers : 0,1,2,5,.

• Now, we cannot use the zero as the first digit of the number because it will reduce the count of digits in that number.

• Avoiding zero as the first digit, we can start the number by 1. After that ,we have to put 3 zero and lastly we have to put other two digits at the end of the number in ascending order.

•At ones place 5 is needs to be used

• So, the final number will be 100025 and it has four different digits 0,1,2,5

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