You are a farmer and want to spend under $35,000 on farm equipment you need a hay b a l e r that cost $6,250 and several playing d i s k s cost $2,500 each right and i n e q u a l i t y that models how many flying d i s k s could be purchased within your budget what is the maximum number applying disks you can buy
Let's denote the number of flying disks as 'x'. Each flying disk costs $2,500, so the total cost of 'x' disks would be 2,500x.
To stay within the budget of $35,000, we can write the following inequality:
6,250 + 2,500x ≤ 35,000
Now, let's solve the inequality for 'x':
2,500x ≤ 35,000 - 6,250
2,500x ≤ 28,750
x ≤ 28,750 / 2,500
x ≤ 11.5
Since you cannot purchase a fraction of a disk, the maximum number of flying disks you can buy is 11 disks.