Answer:
Results are below.
Explanation:
Giving the following information:
Production= 800 boxes
Each box of tile requires 0.50 hours of direct labor.
Employees of the company are paid $17 per hour.
<u>First, we need to determine the number of hours required:</u>
Number of hours= 800*0.5= 400 hours
<u>Now, the total direct labor cost:</u>
Direct labor cost= 400*17= $6,800
Answer:
total stockholders' equity = $660000
Explanation:
given data
Issued = 15,000 shares
par value = $0.01 per share
issued = $39.00 per share
net income = $300,000
Paid dividends = $15.00 per share
to find out
total stockholders' equity
solution
we get here common stock that is express as
common stock = 15,000 × $39
common stock = $585000
and
dividends is = $15 × 15000
dividends = 225000
so
total stockholders' equity will be
total stockholders' equity = common stock + net income - dividends
total stockholders' equity = $585000 + $300,000 - 225000
total stockholders' equity = $660000
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Answer:
Concept
Explanation:
Tracy is about to launch a new product but before that, she is interested to get initial feedback from experts and customers. In order to show them how the product works and to share small details to better understand the product, Tracy needs to complete and distribute the concept statement. It will help customers and industry experts to know the purpose and the plan of Tracy.
Answer:
a. Amount to invest in Y
The amount that will be invested in Stock Y should be such that the expected return of the portfolio would equal 12.1%.
This would be determined by the weights of the stock.
Assume the weight to be invested in X is x.
Portfolio return = (weight of X * Return of X) + (weight of Y * Return of Y)
12.1% = (x * 10.28%) + ( (1 - x) * 7.52%)
0.121 = 0.1028x + 0.0752 - 0.0752x
0.121 - 0.0752 = 0.1028x - 0.0752x
0.0458 = 0.0276x
x = 0.0458 / 0.0276
= 1.6594
Weight in stock Y:
= 1 - 1.6594
= -0.6594
Amount to invest in Y:
= -0.6594 * 100,000
= -$65,940
b. Portfolio beta
It will be a weighted average of the betas of the two stocks:
= (Weight of stock X * Stock X Beta) + ( Weight of stock Y * Stock Y beta)
= (1.6594 * 1.20) + (-0.6594 * 0.80)
= 1.46
