Answer:
d. $1,080,000
Explanation:
Contribution per unit = Selling price per unit - Variable cost per unit
Contribution per unit = Selling price per unit - ( Direct Materials + Direct Labor + Variable Manufacturing Overhead + Variable Selling )
Contribution per unit = $160 - ($22 + $15+ $12 + $3)
Contribution per unit = $160 - $52
Contribution per unit = $108 per unit
Contribution margin for the next year = $108 per unit * 10,000
Contribution margin for the next year = $1,080,000
performance appraisal consists of assessing an employee's performance and providing him or her with appropriate feedback.
<h3>What is performance appraisal?</h3>
Performance appraisal is done to check the performance of a particular employee.
It is done from time to time through the review of workdone and contribution of such individual to the organizations.
Therefore, performance appraisal is consists of assessing an employee's performance and providing him or her with appropriate feedback.
learn more on performance appraisal here,
brainly.com/question/24673911
Answer:
Explanation:
N = 4 (5-year bond - 1 year (ago))*2 = 8
I% = YMT= 8/2 = 4
PMT = (1,000)(.07) = 70/2 = 35
FV=1,000
Calculating PV, PV=966.34
Answer:
purchase; increase.
Explanation:
Suppose that the current federal funds rate is above the federal funds target rate. In order to lower the federal funds rate the Fed will purchase securities on the open market which will increase the supply of reserves in the market for reserves, pushing the rate closer to the target rate.
Answer:
Since the expected return and required return are different for both Stock X and Z, we say that they are not correctly priced
Explanation:
<em>To determine whether or not the stocks are correctly priced ,</em>
<em>we have to compare the r</em><em>equired return</em><em> and the </em><em>expected return on each of them.</em>
Required return = Rf +β (Rm-Rf)
Note that Rm-Rf is also known as market risk premium
<em>Stock Y Stock Z</em>
<em>Required return </em> 2.4% + 1.2(7.2%) 2.4% + 0.8(7.2%)
= 11% = 8.2%
<em>Expected return</em> <em>12.1% 7.85%</em>
Since the expected return and required return are different for both Stock X and Z, we say that they are not correctly priced