The word that completes the sentence is bureaucratic. bureaucratic control is one of the control systems that are defined as systems of rules that are devised and implemented that are applicable to global business and maybe unique to a specific business. it is an important tool for risk management as well.
Answer and Explanation:
The preparation of production budget is shown below:-
Weightless Inc
Production Budget
For the month ending October 31
Units Bath Scale Units Gym Scale
Expected Units to
be sold 150,000 90,000
Desired Inventory,
October 31 12,500 8,000
Total 162,500 98,000
Less: Estimated Inventory,
October 1 -18,000 -10,000
Total Units to be
produced 144,500 88,000
Fixed cost per mile 0.32 =(1600+1200+360+40)/10000.
Kristen Lu purchased a second user automobile for 8,000 at the start of last year and incurred the subsequent operatingcosts:8,000atthebeginningoflastyearandincurredthefollowingoperatingcosts ($8,000 ÷5 years) Insurance Garage rent Automobile tax and license Variable operating cost$ 1.600 $ 1.200 $ 360 $ 40 $ 0.14 per mile$The variable expense consists of gasoline, oil, tires, maintenance, and repairs. therefore the annual straight-line depreciation is$1,600.
The car is kept in a very garage for a monthly fee. Kristen drove the car 10,000 miles last year. Compute the typical cost per mile of Owning and operating cost of the the car. What costs above are relevant during this decision? Kristen is considering buying an upscale sports car to interchange the car she bought last year.
She would drive the identical number of miles irrespective of which car she owns and would rent the identical parking zone. The sports car's variable operating costs would be roughly identical because of the variable operating costs of her old car.
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Answer:
Order size = 23 cars
The number of orders = 23
Explanation:
The economic order quantity (EOQ) is the order size that reduces the balance of holding and ordering cost. It is to be noted that at EOQ, the carrying cost is equal to the holding cost.
The EOQ is computed as shown below;
= √ 2 × Co × D)/Ch
Co = Ordering cost
D = Annual demand
Ch = Carrying cost
EOQ = √ 2 × 500 × 529 / 1,000
EOQ = 23
Number of cars to be ordered per time, I.e optimal order size = 23
Order size = 23 cars
2. The number of times orders should be placed per year would be calculated as;
Number of orders = Annual demand / Order size
Number of orders = 529 / 23
Number of orders = 23
