Question

A small orchestra performance hall has seats arranged in rows. There are 25 more rows than the number of seats in each row. The hall's capacity is 600. If n represents the number of seats in each row, which inequality represents the number of seats that can be occupied in the hall?

Answer 1

n^2+25n < 600

Explanation:

plato correct

Answer 2

`n(n+25)\leq 600`

Explanation:

Let n be number of seats in each row.

We are told that there are 25 more rows than the number of seats in each row. So number of rows will n+25. We are also given that hall's capacity is 600.

Now let us represent our given information by an inequality.

`n(n+25)\leq 600`

Therefore, our desired inequality will be
`n(n+25)\leq 600`.

Hope this will help.