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Q: What is the smallest 5 digit number using 4 different numbers?

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Here it is ! 10,234 !!

102 is the smallest three digit number with different digits.

1023

Among whole numbers, 1,023,456 is.

smallest 8 digit number with three different digits

All five digit numbers have three digits. The smallest five digit whole number is 10,000

01234

number to be added to 97 to get the smallest three digit number = 3smallest three digit number = 100100 - 97 = 3

10023?

No. Three-digit numbers start with 100.

1,023,456,789

11111

-99 is the smallest two digit number.-99 is the smallest two digit number.-99 is the smallest two digit number.-99 is the smallest two digit number.

32 x 32 = 1024

Provided that the first digit cannot be 0, 1000 is the smallest number with four digits. Otherwise there are smaller numbers with 0 to thousandth digit such as 0100, 0050. The smallest integer in such instance is 0000.

The smallest three-digit even number is -998. However, while considering only positive numbers, the smallest three-digit number even number is then 100.

It is difficult to interpret exactly what you are trying to ask. If you allow your five digit number to have leading zeroes and do not allow negative numbers, then 00000 - 99999 = -99999 is the smallest number. If you do allow negative 5 digit numbers, then (-99999) - 99999 = -199998 is the smallest number.

If you want positive numbers, the answer is 101.

123478

105 - is the smallest tree-digit number that has the digit 5

11 is the smallest 2-digit prime number and 97 is the greatest 2 digit prime number, so their difference is 86

This depends on the type of number you want. For integers, the answer is 105. For real numbers, the answer is -.005.

From left to right, pick the smallest possible digit every time. This will give you the smallest possible number.

9888

No. The smallest 2 digit number is 10 the smallest 3 digit number is 100 - so the question is whether (100-10) is a perfect square? No - 90 is not a perfect square. 8x8 is 64 and 9x9 is 91, not 90.