Answer:
Answer is 1,200,000
Explanation:
return on sales after taxes = 6%
effective income tax rate = 40%, contribution margin = 30%.
Robin has fixed costs = $240,000,
We are to find the amount of sales required to earn the desired return using the information above.
Profit = Contribution - Fixed Cost
Assuming sales = K
6/(100-40)K = (30/100)K -240,000
0.1K =0.3K -240,000
0.2K =240,000
K = 240,000/0.2
so K =1,200,000.
Answer:
x = $16,078.46
Explanation:
$100,000 = 1.0101x + 1.0204x + 1.0309x + 1.0417x + 1.0526x + 1.0638x
$100,000 = 6.2195x
x = $100,000 / 6.2195 = $16,078.46
month investment value at end of month 6
1 $16,078.46 $17,104.74
2 $16,078.46 $16,924.68
3 $16,078.46 $16,748.39
4 $16,078.46 $16,575.73
5 $16,078.46 $16,406.59
6 $16,078.46 $16,240.87
total $96,470.76 $100,001*
*the extra $1 is due to rounding errors.
Answer:
The demand for money falls and the interest rate falls.
Explanation:
Price level can be described as the evaluation of the amount in which goods and services are sold in the market. A change in the price level can greatly affect the demand of a customer either positively or negatively.
A decrease in the price level enables a customer to purchase more products and at the same time save some amount of money, this results in the reduction of interest rates.
When the price level reduces, individuals will need less amount of money to buy the same quantity and type of product.
Answer:
On IRR basis projects 1, 2, 3, and 5 will be selected.
On NPV basis projects 1, 3, 5, and 6 will be selected.
Explanation:
The firm will accept or choose all the project that has a higher or equal internal rate of interest than cost of capital. However, in the given case project 4 has a lower internal rate of interest (12 percent) than the cost of capital. Thus, projects 1, 2, 3, and 5 will be chosen by the firm. While the firm has budget constraints so it will have no money for projects 4 and 6.
The firm will select all the projects with positive NPV when there is no budget constraint. But in case of budget constraint, the firm will select the project that has high NPV. Thus, Project 1, 6, 3, and 5 will be selected and there will be no money left for projects 2 and 4.
