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Multiply the smallest 3- digit number formed by the dits 5,0 and 7 and the greatest 5-digit number.?
Most Upvoted Answer
Multiply the smallest 3- digit number formed by the dits 5,0 and 7 and...
Problem: Multiply the smallest 3-digit number formed by the digits 5, 0, and 7 and the greatest 5-digit number.

Solution:

To solve this problem, we need to follow these steps:


  1. Find the smallest 3-digit number formed by the digits 5, 0, and 7.

  2. Find the greatest 5-digit number.

  3. Multiply the two numbers obtained in step 1 and step 2.



Let's solve each step in detail:

Step 1: Find the smallest 3-digit number formed by the digits 5, 0, and 7.

The smallest 3-digit number formed by the digits 5, 0, and 7 is 507. We can see this by arranging the digits in ascending order and forming a number:

5 0 7

The smallest number we can form is 507.

Step 2: Find the greatest 5-digit number.

The greatest 5-digit number is 99999. This is because the greatest 5-digit number has 5 nines in it.

Step 3: Multiply the two numbers obtained in step 1 and step 2.

To find the product of 507 and 99999, we can use long multiplication:

































































5 0 7
×
9 9 9
4 5 6 3
4 5 6 3 0
3 5 2 8 9 3
2 5
Community Answer
Multiply the smallest 3- digit number formed by the dits 5,0 and 7 and...
The greatest 5 - digit number = 99999
The smallest 3 - digit number= 507
So, 99999×507= 5,06,99,493
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