Answer:
internal causes
Explanation:
Based on the information provided within the question it can be said that this is most likely to be attributed to internal causes. This term refers to various different attributes within an individual such as their traits, abilities, or even emotional feelings from different events in their lives. These factors are what are most likely affecting Janelle in her new job.
Answer:
If the units are reworked, income will increase by $5,800.
Explanation:
Giving the following information:
Number of units= 1,000
Sell as-is= $4.3
Rework cost= $2.8
Selling price= $12.9
<u>Because the original cost will remain constant in both options, we will not take them into account.</u>
Sell as-is:
Effect on income= 1,000*4.3= $4,300
Rework:
Effect on income= 1,000*(12.9 - 2.8)
Effect on income= $10,100
If the units are reworked, income will increase by $5,800.
Answer:
NPV = $1.49 million
Explanation:
<em>The NPV is the difference between the PV of cash inflows and the PV of cash outflows. A positive NPV implies a good investment decision and a negative figure implies the opposite. </em>
<em>NPV of an investment: </em>
NPV = PV of Cash inflows - PV of cash outflow
But we will need to work out the discount rate to be used for discounting the cash flows. Hence, we need to determine the cost of capital as follows:
Step 1: After-tax cost of debt
After tax cost of debt = pre-tax cost of debt × (1-tax rate rate)
= 9%× (1--0.3)=6.3%
Step 2 : Weighted Average cost of capital (WACC)
WACC=( 0.25×6.3%) + (0.75× 13%) =11.325
%
Step 3:Net Present Value (NPV)
PV of cash inflow= (1- (1.11325^-5)/0.11325)× 13.5 = 49.49 million
Initial cost = $48 million
NPV = 49.49 million - $48 million =$1.49 million
NPV = $1.49 million
Answer:
C) typically zero at initiation.
Explanation:
The reason that their value is zero at initiation is that they are formed in a way that is neither beneficial for the short of the long party therefore they have a value of 0.
Answer:
Present Value of the loan = $19999.36 rounded off to $20000
Explanation:
The present value of loan will comprise of the present value of the principal amount of loan plus the present value of the interest that the loan will charge for the 3 year time period for which it is outstanding. As the interest payments are fixed and occur after equal intervals of time, they are considered an annuity.
To calculate the present value of the loan, we must discount the interest payments using the present value factor of annuity given in the question as 2.5771 and we must discount the principal to present value using the present value factor given in question as 0.7938.
We will first calculate the annual interest payment on loan.
Annual Interest payment = 20000 * 0.08 = 1600
Present value of the Interest payment - annuity = 1600 * 2.5771
Present value of the Interest payment - annuity = $4123.36
Present value of the Principal loan = 20000 * 0.7938
Present value of the Principal loan = $15876
Present Value of the loan = 15876 + 4123.36
Present Value of the loan = $19999.36 rounded off to $20000
