Product Table 5.2: Break-even analysis for the project based on manufacturing 500 units per year RM Fixed Costs (for 500 units, per annum) Business Lease 60,000 Property Taxes 22,000 Insurance 18,000 Utilities 3,000 Development Cost 2,500 Executive Salaries 25,000 On-site Equipment 150,000 Manufacturing 80,000 Post-processing 40,000 Maintenance 30,000 Total Fixed Cost 430,500 Materials 4,000 Labour 6,000 Manufacturing Maintenance 5,000 1,500 Overhead 750 Logistics 500 Total Variable Cost per Unit 17,750 Break Even Selling Price per Unit 25,000 Profit (Selling Price - Variable 7250 Cost) per Unit Units to Break Even Profit Targets Units to generate RM50,000 profit and RM 100k profit respectively 60 67 & 74 Cash flow diagram 0 RM1,200 Development Cost Prototype Phase 35 RM248,700 Fixed Costs RM31,358 RM31,358 RM31,358 RM31,358 RM31,358 53 First Month of Sales 57 61 65 69 First Month of Profit Manufacturing Phase Figure 5.9: Simplified cash flow diagram for the project starting from initial development until the first month of profit.

Product Table 5.2: Break-even analysis for the project based on manufacturing 500 units per year RM Fixed Costs (for 500 units, per annum) Business Lease 60,000 Property Taxes 22,000 Insurance 18,000 Utilities 3,000 Development Cost 2,500 Executive Salaries 25,000 On-site Equipment 150,000 Manufacturing 80,000 Post-processing 40,000 Maintenance 30,000 Total Fixed Cost 430,500 Materials 4,000 Labour 6,000 Manufacturing Maintenance 5,000 1,500 Overhead 750 Logistics 500 Total Variable Cost per Unit 17,750 Break Even Selling Price per Unit 25,000 Profit (Selling Price - Variable 7250 Cost) per Unit Units to Break Even Profit Targets Units to generate RM50,000 profit and RM 100k profit respectively 60 67 & 74 Cash flow diagram 0 RM1,200 Development Cost Prototype Phase 35 RM248,700 Fixed Costs RM31,358 RM31,358 RM31,358 RM31,358 RM31,358 53 First Month of Sales 57 61 65 69 First Month of Profit Manufacturing Phase Figure 5.9: Simplified cash flow diagram for the project starting from initial development until the first month of profit.

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

See similar textbooks

Similar questions

The M–N plant manufactures two different products: M and N. Selling prices and weeklymarket demands are shown in the following diagram. Each product uses raw materialswith costs as shown. The plant has three different machines: A, B, and C. Each performsdifferent tasks and can work on only one unit of material at a time.Process times for each task are shown in the diagram. Each machine is available2,400 minutes per week. There are no “Murphys” (major opportunities for the system tofoul up). Setup and transfer times are zero. Demand is constant.Operating expenses (including labor) total a constant $12,000 per week. Raw materialsare not included in weekly operating expenses.a. Where is the constraint in this plant?b. What product mix provides the highest proi t?c. What is the maximum weekly proi t this plant can earn?
Solve all this question......you will not solve all questions then I will give you down?? upvote...
a) A suction pump. Consider a pipe that is inserted vertically into water. By suction, the pipe is evacuated of air. How high will the water rise? b) A water turbine is designed to extract kinetic energy from the hor- izontal flow of water and convert it into rotation of the turbine. You may assume that the height of the fluid does not change as it flows through the turbine, and that the fluid is incompressible. If the velocity is lowered from 100 m/s to 70 m/s as the fluid flows through the turbine, what is the change in pressure? c) Is the pressure higher upstream or downstream? d) The fluid in (b) is replaced by air to make a wind turbine. What is the change in pressure now for the identical change in velocity to (b)?
Customers arrive at a ticket counter at a rate of 50 per hour and tickets are issued in the order of their arrival. The average time taken for issuing a ticket is 1 min. Assuming that customer arrivals form a Poisson process and service times are exponentially distributed, find the average waiting time in queue.
A shaft is composed of elements made of S355 with a modulus of elasticity of 2.1×1052.1×105 N/mm² and a Poisson's ratio of 0.3. As shown in the picture, on the right side, there are two forces of 10,000 N each, acting at an angle of 15° upwards, creating a moment that is statically compensated by the force F2 on the left side. The shaft is supported at positions A and B. In the same position (for simplicity), there are two critical cross-sections leading to stress concentrations. The sleeve near F2 is shrink-fitted. The dimensions there are d=50 mm, D=120 mm, and the length of the sleeve is 50 mm. Ha=1 µm and Hn=1 µm. The fit is H7/s6. Determine breell.
An unknown object is suspended from a thin string and fully submerged in a container of water. Water surrounds the entire object as it hangs from the string, and the object is not touching the bottom of the water filled container. The object remains at rest at all times. The density of water is 1000 kg/m3. a) Draw a FBD using the unknown object as your system. Be sure to label the forces. b) The unknown object has an unknown mass M. The tension in the string is measured to be (3/5)M g. Calculate the density of the unknown object.
consider a crane with a 30 pound ball suspended from a 40 foot cable that weighs 5 pounds per foot.a) find the work required to wind up 15 feet of hte apparatus.b) find the work required to wind up all 40 feet of the apparatus.