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A  -acre farm produced   bushels of corn last year. What is the minimum rate of production, in bushels per acre, that is needed this year so the farm's two-year production total will be at least   bushels of corn?

Question

A  -acre farm produced   bushels of corn last year. What is the minimum rate of production, in bushels per acre, that is needed this year so the farm's two-year production total will be at least   bushels of corn?

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Solution

Let's break down the problem step by step:

Step 1: Determine the total production goal for the two-year period. The problem states that the farm's two-year production total should be at least a certain number of bushels of corn. Let's call this number "X".

Step 2: Calculate the total production from the previous year. The problem states that the farm produced a certain number of bushels of corn last year. Let's call this number "Y".

Step 3: Calculate the remaining production needed for the current year. To reach the total production goal of X bushels over the two-year period, we need to subtract the previous year's production (Y) from the total production goal (X). Let's call this remaining production needed "Z".

Step 4: Calculate the minimum rate of production per acre for the current year. The problem states that the farm has a certain number of acres. Let's call this number "A". To find the minimum rate of production per acre, we divide the remaining production needed (Z) by the number of acres (A).

So, the minimum rate of production per acre needed this year is Z/A bushels per acre.

This problem has been solved

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