What is the least number you can divide by 5 to get a three-digit quotient?
Mathematics · Middle School · Mon Jan 18 2021
Answered on
Answer: To find the least number that you can divide by 5 to get a three-digit quotient, we need to consider the smallest three-digit number. The smallest three-digit number is 100.
Since we want to know what number divided by 5 will give 100, we can set up a simple division equation: \[ \text{Unknown Number} \div 5 = 100 \]
To solve for the unknown number, we multiply both sides of the equation by 5: \[ \text{Unknown Number} = 100 \times 5 \]
Now, let's do the multiplication: \[ \text{Unknown Number} = 500 \]
Therefore, the least number that you can divide by 5 to obtain a three-digit quotient is 500.