Answer:
d. If the manager invests in the additional project, residual income of the division will increase.
Explanation:
RI = Operating Income - (Operating Assets x Minimum Required Rate of Return)
with adding the additional project
Operating Income: $60000 +6000 =$66000
Operating Assets: $375000+$40000 =$415000
Residual income =$66000-14%*$415000 =$7900
Consider the attached information.
Answer:
Project Size IRR
A $650,000 14.0%
B 1,050,000 13.5
C 1,000,000 11.2
D 1,200,000 11.0
Explanation:
Based on the information given the set of projects that should be accepted should be the project that has higher Internal rate of return (IRR) than the Weighted average cost of capital (WACC) percentage of 10.8% . Hence, the set of projects that should be accepted are: Project A,B,C,D
Project Size IRR
A $650,000 14.0%
B 1,050,000 13.5
C 1,000,000 11.2
D 1,200,000 11.0
Total $3,900,000
Based on the above we can see that Project A,B,C,D has a total of $3,900,000 which is higher than the retained earnings amount of $2,500,000.
Therefore the set of projects that should be accepted should be Project A,B,C,D
Answer:
Type 1 decision error cost and Type 2 decision error cost
Explanation:
Type 1 decision error cost has to do with recruiting the wrong candidate or person specification for the job, type 1 error are expensive to the organization and frustrating to the employees. Type 2 decision error cost has to do with the opportunity cost forgone, when the right candidate which could have been hired, was not hired.
The CEO is likely to discover the Type 1 decision error cost
The right answer for the question that is being asked and shown above is that: "c. Credit cards are canceled due to poor payment history." a sign of credit trouble is that <span>Credit cards are canceled due to poor payment history.</span>
Answer:
break even point in units:
- a = 11,700
- b = 46,800
- c = 35,100
Explanation:
beer mugs contribution margin expected sales
a $5 25,000
b $4 100,000
c $3 50,000
fixed costs = $351,000
if the sales proportion remains the same, we can assume a bundle of products = 1a + 4b + 3c (1 for every 25,000 units) whose contribution margin = $5 + $16 + $9 = $30
break even point = fixed costs / bundle's contribution margin = $351,000 / $30 = 11,700 bundles
break even point in units:
a = 11,700
b = 11,700 x 4 = 46,800
c = 11,700 x 3 = 35,100
