You are a farmer and wants to spend under $35,000 on a form equipment you need a hay baler that calls 6,250 and 7 replies this cost $2,500e right and i n e q u a l i t y that models how many plows this could be purchased within your budget what is the maximum number of applying this you can buy

Question

You are a farmer and wants to spend under $35,000 on a form equipment you need a hay baler that calls 6,250 and 7 replies this cost $2,500e right and i n e q u a l i t y that models how many plows this could be purchased within your budget what is the maximum number of applying this you can buy

Answer 1

To determine the maximum number of hay balers that can be purchased within the budget of $35,000, we can set up the following inequality:

6250x ≤ 35000

Here, x represents the maximum number of hay balers that can be bought, and 6250 represents the cost of each hay baler.

To solve for x, we can divide both sides of the inequality by 6250:

x ≤ 35000/6250

x ≤ 5.6

Since the maximum number of hay balers must be a whole number, we can conclude that the maximum number of hay balers that can be purchased within the budget is 5.