Answer:
Instructions are below.
Explanation:
Giving the following information:
Fixed costs= $240,000
Unitary variable cost= $1.97
Selling price per unit= $4.97.
First, we need to calculate the break-even point in units:
Break-even point in units= fixed costs/ contribution margin per unit
Break-even point in units= 240,000 / (4.97 - 1.97)
Break-even point in units= 80,000 units
<u>The break-even point analysis provides information regarding the number of units to be sold to cover for the fixed and variable costs.</u>
If the forecasted sales are 120,000, this means that the company will cover costs and make a profit. The margin of safety is 40,000 units.
Answer:
which appropriate cell , the question is not clear
Answer:
Explanation:
From the question, we have the followed parameters;
The Face value=1,000 United States of America Dollar($); yield to maturity= fifteen(15) years; The bond = 7.125 percent (annual) coupon rate; payment for last year = $974.24.
First thing to do is to calculate the market value after one percent extra= 1%+7.125%= 8.125%
Next, we need to calculate the present value of 14 year coupon of 71.25 USD = 573.00+ 1,000/1+ 0.8125^14
=>573.00+322.15
= 895.15
Therefore, the price of the bond today is $ 895.15.
Answer:
Dr goodwill impairment $34200
Cr goodwill $34200
Explanation:
The fact that the fair value of Blossom’s net identifiable assets is less than the carrying value is a strong indication that the goodwill has been impaired and the impairment is computed thus:
Goodwill impairment=Fair value of net assets-carrying value
fair value of net assets=$820,800
Carrying value of net assets=$855,000
goodwill impairment=$855,000-$820,800=$34200
The double entries would be a debit to goodwill impairment loss account in the statement of profit or loss and a credit to goodwill.
Answer:
B. increase in output obtained from a one unit increase in labor
Explanation:
Marginal product is the change in output as a result of a change in factor input such as labor (L) or capital (K).
Marginal product of capital is the change in output resulting from a change in capital.
It can be calculated by :
Marginal product of capital (MPK)= change in output/change in capital
That is,
MPK=∆Q/∆K
Marginal product of labor is the change in output when additional labor is added. Only labor changes in marginal product of labor. It can be calculated by
Marginal product of labor (MPL)= change in output/change in labor
That is,
MPL=∆Q/∆L
