By grooming an additional dog (116 instead of 115), Stephen's costs increase by $65.63 and revenues increase by $67.52, resulting in a profit increase of $1.89.
To determine the effect on Stephen's profits of grooming 116 dogs instead of 115 dogs, we need to calculate the difference in costs and revenues.
Cost difference: Grooming an additional dog incurs a cost of $65.63. Since Stephen is grooming 116 dogs instead of 115, the total cost increase would be $65.63.
Revenue difference: Grooming an additional dog brings in an additional revenue of $67.52. Thus, the total revenue increase would be $67.52.
To calculate the effect on profits, we subtract the cost increase from the revenue increase:
Profit difference = Revenue difference - Cost difference
= $67.52 - $65.63
= $1.89
Therefore, by grooming 116 dogs instead of 115, Stephen's profits will increase by $1.89.
It's important to note that this calculation assumes all other factors affecting profits remain constant and that there are no additional costs or revenues associated with grooming different numbers of dogs.
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13 If the price elasticity of demand is 2.0, and a firm raises its price by 10 percent, the total revenue will... a. Not change. b. Fall by an undeterminable amount given the information available. c. Rise. d. Fall by 20 percent.
Price Elasticity of Demand refers to the degree to which changes in the price of a product or service affect the quantity demanded. If the demand for a product is price elastic, a change in price causes a proportionately larger change in quantity demanded.
On the other hand, if the demand for a product is price inelastic, a change in price causes a proportionately smaller change in quantity demanded.When the price elasticity of demand is 2.0 and a firm raises its price by 10%, the total revenue will fall.
The answer is letter D. The total revenue will fall by 20%. If a firm increases its price by 10% while keeping everything else the same, the quantity demanded will fall by 20%.Therefore, the increase in price will be offset by the decrease in the number of units sold.
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