Question 3: A farmer estimates that if he harvests his olives now, he will obtain 10,000 kg which he can sell at $53.00 per kg. However, he estimates that he can obtain an additional 2000 kg of olives for each week he delays harvesting. At the same time, the price will drop at the rate of $0.25 per kg per week. When should he harvest his olives to obtain the largest cash return?
Solution:
Chapter 2
Question:
A civil engineer has been promoted to manager of engineered public systems. One of the products is an emergency intercept pump for potable water. If the tested water quality or volume varies by a preset percentage, the pump automatically switches to preselected options of treatments or water sources. The manufacturing process for the pump had the following fixed and variable costs over a 1-year period:
Fixed Costs:
- Materials: $2,500
- Labor: $20,000
- Indirect labor: $2,000
- Subcontractors and benefits: $30,000
- Space Utilities: $55,000
- Computers cost: $150,000
Variable cost per unit:
- Equipment cost: 20% of the equipment cost
- Computers cost: 3/31 of the computers cost
3. Determine the minimum revenue per unit to break even at the current production volume of 5,000 units per year.
4. If selling internationally and to large corporations is pursued, and increased production of 3,000 additional units will be necessary, determine the revenue per unit required to achieve a profit goal of $500,000 for the entire product line. Assume the cost estimates above remain the same.
Solution:
Title_with_topic:
Optimizing Olive Harvest for Maximum Cash Return and Revenue Analysis for an Emergency Intercept Pump