Question

Discover the smallest square number

that can be written using five different
Roman numerals.
Divide this number by 24

Answer 1

The smallest square number that can be written using five different Roman numerals is 10,000.

The result of the number divided by 24 is
`416 (2)/(3)`

Explanation:

The lowest digit which can be written using five different Roman numerals is 10,000.

Therefore, the smallest square number must be greater than or equal to 10,000.

`√(10,000) =100`

Therefore, the smallest square number that can be written using five different Roman numerals is 10,000.

Next, we divide the number by 24.

`10,000 / 24 =416 (2)/(3)`

The result of the number divided by 24 is
`416 (2)/(3)`