For February the cost components of a picture frame include $0.39 for the glass, $0.60 for the wooden frame, and $0.83 for assembly. The assembly desk and tools cost $650. Two hundred fifty frames are expected to be produced in the coming vr What cost function best represents these costs? OA y=0.99 650X OB y 650 + 1.82X Oc ye182+ 650X OD y=650 + 0.99X

Answer all subparts a to f.if answered within 30mins,it would be helpful Accounting ETS manufactures a component for its computer products. The annual demand for thiscomponent is 2500 units. The annual cost of maintaining inventory is10% per unit and the cost of preparing an order and setting up productionfor the order is $ 50.The machine used to make this part has a production rate of 10,000units per year and the cost is $ 22 per unit.a. Find the EPQ(Economic Production Quantity)A. How long does it take to produce the batch?B. How many batches will be produced per year?C. What is the maximum inventory level?D. What is the total cost per year?E. A supplier offers to sell a similar component for $ 25 per unit with a charge$ 5 per service per order. Should the company accept the offer?F. Find the average inventory level for each situation

Develop an equation for total monthly production costs. Total Monthly Production costs = Fixed Costs  + Variable Costs  = _____________ + ($ per unit X Number of units)  Predict total costs for a monthly production volume of 9,000 units.

The variable cost to make a cellular device is $ 300 and the fixed costs are $ 1,400 per day. Decide: a) The equation of the total cost "y" of manufacturing "x" cell phones per day b) What is the cost of manufacturing 250 cell phones per day?

Vaughn Manufacturing can produce 100 units of a component part with the following costs: Direct Materials $14000 Direct Labor Variable Overhead Fixed Overhead 5500 9000 11000 If Vaughn Manufacturing can purchase the component part externally for $35000 and only $4000 of the fixed costs can be avoided, what is the correct make- or-buy decision? Make and save $500 Buy and save $500 O Make and save $2500 Buy and save $6500