Answer:
The risk free will be 3.82%
Explanation:
We post the CAPM formula and how given data
risk free ?
market rate 0.12
premium market market rate - risk free ?
beta(non diversifiable risk) 3.2
Ke = 0.3
Now we post the know values and solve for risk free
risk free = 0.0381818181818182 = 3.82%
Answer:
Cashflow from Operating Activities
Net Income $120,400
Adjastment for Non-Cash Items
Depreciation $5,300
Amortization $3,400
Adjastments of Items appearing elsewhere
Loss from the sale of land $4,000
Net Cash flow from operating activities $133,100
Explanation:
Net Income is reconciled in the cashflow statement via the indirect method. Its is adjasted for Non-Cash Items, Items appearing elsewhere in the cashflow statement and Working Capital Movements
Answer: Please refer to the explanation section
Explanation:
The question is not clear in terms of when is the financial year end, we only its 2021. We will assume the financial year started in January 2021 and ended December 2021
Operational Lease is an agreement where the lessor (owner of the asset) allows the lessee (user of the asset) to only use the asset without the transfer of ownership. Ownership of the asset is not transferred to the lessee/ user of the asset. lease Payments/ Rental payments are considered as expenses and are recognize in the income statement.
Custom Shirts Inc entered into a Lease agreement on the 1st of September 2021. assuming the financial year ends on December 2021, the expense Recognized in the Income statement for the year ended December 2021 will
$ 24000 x 4 months/12 months =$ 8000
Answer:
The adjusting entries are given below
Explanation:
Adjusting Entries
Dec 31 (Accrued Interest) Debit Credit
Interest expense $410
Interest payable $410
Dec 31 (Service Revenue) Debit Credit
Account receivable $1,790
Service revenue $1,790
Dec 31 (Salary expense) Debit Credit
Salary expense $750
Salary payable $750
Answer:
D. Interpretation: The zeros are where the daily profit is $0.00
zeros: x = 3.586 and x = 6.414
Explanation:
We have been given the following daily profit function;
where y is the profit (in hundreds of dollars) of a taco food truck
and x the price of a taco (in dollars)
The zeros of this profit function can be obtained by solving for x in the following equation;
These will simply be the x-intercepts of the profit function. That is the points where the profit function crosses or intersects the x-axis.
Therefore, an interpretation of the zeros of this function would be;
The zeros are where the daily profit is $0.00
These zeros can be evaluated graphically. We first obtain the graph of the profit function as shown in the attachment below;
We then determine the x values where the graph crosses the x-axis. These values will represent the zeros of our profit function. From the graph, these points are;
x = 3.586 and x = 6.414
