Which of the equations below represents a line perpendicular to the x-axis?

<span>We have two expressions: n(log(n)) and n3=2. The second expression involves fewer operations. From it, we can derive n = 2/3. For the left-hand side to equal the right-hand side, n cannot go beyond 2/3. No further operations can be applied at that level. Conversely, if we set n = 10, we find 10(log(10)) = 1. As we escalate n to 100, 100(log(100)) equals 200, and for n = 300, 300(log(300)) results in about 743.1. The logarithmic function increases without limit, while for the first operation, once n hits 2/3, it halts. Therefore, the second expression has fewer operations overall.</span>

The mathematical expression will be 5m = 120.

The right answer is 45/4

I require further information to provide an answer, so please comment for assistance

The stadium generates $16,250,000 annually. (Revenue)

Expenses related to football amount to $13,500,000 each year. (Cost)

Stadium operational costs are $2,700,000 per year. (Cost)

The profit margin is obtained by dividing net profit by revenue.

To calculate net profit, total costs must be subtracted from total revenue.

First, summing both costs gives the total expenses.

$13,500,000 + $2,700,000 = $16,200,000 (total cost)

Subtracting the $16,200,000 (total cost) from the $16,250,000 (revenue) results in $50,000 (net profit)

$50,000 (net profit) ÷ $16,250,000 (revenue) = 0.0030769

To convert this decimal to a percentage, multiply by 100

0.0030769 x 100 = 0.30769%

Round this percentage to 0.308%

The current profit margin for the stadium is 0.308%