Question

Write a number that makes this equation true. 4\text{ hundreds} =4 hundreds=4, start text, space, h, u, n, d, r, e, d, s, end text, equals \text{ones}onesstart text, o, n, e, s, end text

Answer 1

Answer: 400

Explanation:

40 times 10 is 400

Answer 2

hundreds = 1, for the equation to be true.

Explanation:

Given an equation:

`(4)/(hundreds)` = 4 hundreds = 4

For this equation to be true, hundreds should be represented by a minimum value.

This implies that, hundreds can not be represented by a number which equal zero, less than or greater than 1. Therefore, hundreds = 1.

So that;

`(4)/(1)` = 4 x 1 = 4

⇒ 4 = 4 = 4

Thus, a true expression.

For the given equation to be true, hundreds must be equal to 1.

E.g:
`(100)/(hundreds)` = 100 hundreds = 100

For this equation to be true, hundreds = 1.

So that;

`(100)/(1)` = 100 x 1 = 100

⇒ 100 = 100 = 100