Question
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
Answers
GPT 3.5
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.
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.