Break Even Problems Answer the following break even problems. In addition to the answers (rounded to 0 decimal places), show the spreadsheets you created to solve them (like you do for homeworks in lab). Next to any cells with equations, put the equation in text. For example, if I was doing a spreadsheet to sum the number of fish my son and I caught, it would look like:

Q4 (10 points)

The Minnow Bucket Bait Shop in Land O lakes, WI raises trout, their current inventory is 18,000 fish (trout). They want to buy a mix of feed for their trout that both provides the nutrients needed and comes at the lowest cost. In order to do this, they are going to buy and mix two brands of feed. Each pound of Brand-1 feed contains 3.99 ounces of ingredient A, 4.05 ounces of ingredient B and 0.68 ounces of ingredient C. Each pound of Brand-2 contains 8.56 ounces of ingredient A, 3.42 ounces of ingredient B and no (zero) ounces of ingredient C. Brand-1 costs $0.71 per pound and Brand-2 costs $0.90 per pound. Each trout needs 72.0 ounces of ingredient A, 60.0 ounces of ingredient B and 7.5 ounces of ingredient C per month.

How many total pounds of each brand should they buy per month to keep their cost as low as possible and still meet the dietary requirements of the 18,000 trout? What will the total cost per month be?

Include your spreadsheet with any formulas noted. Also include a list of the constraints you used.

B 1 Fish Prof Miller Caught 2 Fish Prof Miller Son Caught 3 Total Fish Caught 3 7 10 Formula in cell B3 is =SUM(B1:B2)