Suzy's farm produce is limited to tomatoes and sweet potatoes. Three mornings a week, Suzy collects fresh eggs. She and Zach fill up egg cartons each day, Every Saturday, she goes to the Lakeline Farmer's Market and sells the eggs and vegetables. She charges $6 for a carton containing a dozen eggs. Customers love the delicious, fresh, un-pasteurized eggs and her organic produce! The following information is important as you work through this problem: What Does Suzy Eat? 

1. Suzy keeps one dozen eggs for herself and one dozen for Zach
2. After she has filled the cartons, any leftover eggs also go to Suzy. For example, if she collects 142 eggs this week, then she will distribute those eggs as follows:

a. One dozen eggs for her and a dozen for Zach. That leaves

 behind 118 eggs. She now fills up the cartons with the eggs. Each carton takes a dozen eggs so she will have 108 eggs in nine cartons leaving behind 10 more eggs for Suzy. Remember Farmer Brown? 

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Suzy's Revenue Sources 

1. Suzy sells tomatoes for $3.50 per pound and the sweet potatoes for $1.25 each piece.
2. She has 25 chickens and the yield is about 30 eggs per chicken per week
3. Each carton holds a dozen eggs and she sells each carton for $6

a. She sells all the cartons she carries to the Market every week-nothing is ever left over

4. She sells raw milk per week at $11 per gallon to regular customers who drive up to her farm to get the milk

Suzy's Business and Operating Expenses 

1. Suzy spends $0.25 per chicken per week on chicken feed
2. She spends $0.22 per chicken per week on the upkeep of

 the chicken coop 

1. She has 6 cows and spends $12 per cow per week on cow
2. maintenance
3. Suzy spends $20 per week on her vegetable farm
4. She pays a commission to the Farmer's Market Association to

 put up her farm stall - this commission is 1% of the total 

1. sales
2. Zach works works 15 hours a week for her at $10.50 per hour
3. Another operating expense for Suzy is gas for her truck:
4. Thereare two ways to get to the Farmer's Market from Suzy's farm -the mountain road (11.75 miles) and the river road (7.22 miles). The river road is much shorter but is closed very often due to the threat of flooding
5. Suzy's truck has an astoundingly high miles-per-gallon average of 7.5 MPG
6. Gas costs $3.199 per gallon
7. The formula for this calculation is simple: Miles traveled

 divided by the MPG of her truck multiplied by the gasoline 

1. rate
2. Net profit takes into account all revenues and all

 expenditures This is not a complicated problem - it has to be solved in steps. 

1. Input the number of eggs collected during the week. Do some error checking here. Suzy cannot enter a number less than 1 or greater than 750. You must use a repetition structure. Give her a fixed number of tries and end the program if she still has not entered the correct value in the allotted tries
2. Input the quantity of veggies and milk sold
3. You will input the road Farmer Suzy will take to the Farmer's

 Market - remember she goes to the farmer's market but she also has to come back. Keep that in account when you are calculating the miles traveled 

1. Calculate:
2. The number of cartons Suzywill cart to the Farmer's Market

 keeping in mind that she keeps two dozen eggs for herself 

1. and Zach
2. The total number of eggs Suzy gets to keep (one dozen plus

 whatever is left over from the cartons) 

1. The gross proceeds from the sales of eggs, veggies, and
2. milk
3. Think about it: does the commission paid to the farmer's

 markets count as an expenditure? Will you also calculate commission on milk sales? 

1. Zach's salary
2. Maintenance expenses for the cows, chickens, and the veggie
3. farm
4. A sum total of the expenses Suzy has incurred
5. A sum total of her sales including milk, eggs, and veggies
6. The weekly profit
7. Can you now forecast the annual profit for Suzy if you know a weekly profit? What assumption can you make here? You can assume that she sells about the same quantities every weekend.

 Notes about this assignment 

1. For the error checking, you must have a loop

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1. You may need to use accumulator and counter variables in this assignment