Uses for break-even analysis
Explain what are the several uses for break-even analysis?
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These type of analysis allows the firm to define at what level of operations it will break even (earn zero profit) and to discover the relationship between costs, profits and volume. It provide helps to the management at current costs of products so many numbers of units must be sold to get the cost of producing the product.
For Example: On producing a product if you spend $200 and its selling price is $20 then to recover the cost of product you must sale 10 units.
It helps the management to determine how much of units to be sold to get desired profit on product such as: if in the above example you want to earn $20 profit then add it to it's cost of $200 and it will become $220 now you need to earn profit of this $20 you need to sale 11 items of product.
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When total revenue to a firm is uninfluenced by small price changes, in that case demand is: (1) relatively price elastic. (2) relatively price inelastic. (3) unitarily price elastic. (4) vertical. (5) horizontal.
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Alyssa’s Floral Shoppe dropped its prices for a dozen increases from $45 to $35 in this year. Due to this decrease within price, the quantity sold raised from 1000 to 1500. Therefore the price elasticity of demand for Alyssa’s rises is: (w
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The best illustration of an oligopoly is: (1) guaranteed next-day delivery of packages and mail. (2) cranberry production. (3) all the local electric utility companies in New England. (4) the United Autoworkers [UAW] union. (5) Wal-Mart.
In the above diagram, the elimination of discrimination is best represented by
What is Marketability. Write some points for it.
When the demand for computer hard drives is unitarily price elastic among lower prices and current prices, lowering prices slightly will yield as: (w) higher total revenue. (x) lower total revenue. (y) no change in total revenue. (z)
Can someone help me in finding out the right answer from the given options. All the profit maximizing organizations employ labor up to the point where: (w) MR MC is maximized. (x) VMP = MFC. (y) VMP = MRP. (z) MRP = MFC.
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