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CVP ANALYSIS AND COMPUTER APPLICATIONS
The output from a CVP model is only as good as the input. The analysis will include assumptions about sales mix, production efficiency, price loads, total fixed costs, variable costs and selling price per unit.
The CVP equation can be used to develop financial planning programs. These programs quickly calculate the effects of changes in price, costs and volume on an organization’s profits. They result such “what- if” questions as:
State the steps for Standard costing system standard costing system involves the following steps 1) Setting-up of standards for each element of cost: standards should be s
Return on Investment and Residual Income This is a traditional approach to performance measurement given by: ROI = Income Invested Capital (m
Q.Process of Pricing in maturity period? Maturing periods is the third stage in the life cycle of a product. If is a stage between growth period and decline period of sales. So
can you better explain to me the classification by traceability and the classification by function?
Risk : Risk includes circumstances or events that may or may not take place though whose probability of occurrence can be predicted from the past records. In this atmosphere, t
Explain the growth, index, sectoral, gilt and money market methods? (i) What are the key variations among the open ended and close ended methods? What are the plus and minuses
Project C would involve a current outlay of $50,000 on equipment and $15,000 on working capital. The investment in working capital would be increased to $21,000 at the end of the f
Stock-out costs These are the opportunity costs of running out of stock. They comprise: 1) The costs of lost customer sales, and therefore lost contribution to fixed costs.
dentify and explain the many classsification of cost for planning,control,performance evaluation and decision making
EOQ mathematical model As costs of ordering and holding stock are equal at the EOQ point, we can build a simple mathematical model to solve the problem, as follows: (Q/ 2) X
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