Answer:
d. 44%
Explanation:
Calculation to determine what DTI ratio is
First step is to calculate the Debt
Using this formula
Debt = (Rent expense + Carr payment + Loan + Credit card payment) × Number of months in a year
Let plug in the formula
Debt =[($695 + $265 + $200 $160) × 12 months]
Debt= $1,320 × 12 months
Debt = $15,840
Now let calculate DTI ratio using this formula
Using this formula
Debt to income ratio = (Debt) ÷ (Income) × 100
Let plug in the formula
DTI ratio=[ ($15,840 ÷ $36,000) × 100]
DTI ratio=0.44*100
DTI ratio= 44%
Therefore DTI ratio is 44%
Answer:
$7,000 Unfavorable
Explanation:
data provided
Material in units = 18,000
Price per unit = 2
Actual hours = 38,000
Selling price = $3.50
The computation of material efficiency variance is shown below:-
Materials efficiency variance = (Standard hours - Actual hours) × Selling price
= (18,000 × 2 - 38,000) × $3.50
= $7,000 Unfavorable
Therefore for computing the material efficiency variance we simply applied the above formula.
Answer:
The statement is correct as well as true
Explanation:
In the cash basis of accounting, is the one of the methods or way of recording the accounting transactions for expenses as well as revenue only, when the corresponding cash is collected or received or payments are made.
Whereas the revenues will be recorded only when the customer pay for the billed service or the product and also record the payable when it is paid by the company.
Therefore, in the cash flows accounting, the timing of recording the inflows and the outflows of the cash matches the reporting of the expenses and revenues in the income statement.
Answer:
13,152.5
Explanation:
Given the the above parameters as mentioned in the question
To calculate the PV (Present Value)
We have PV = 5000 * 1.05 * [ 1/(1.0575)² + 1/(0.625)³ + 1/(1.065)⁴]
PV = 5000 * 1.05 * (0.8942094350 + 0.8337064929 + 0.7773230908) =
=> PV = 5000 * 1.05 * 2.5052390187
= 13,152.50
Therefore, in this case, using the forward rates, the present value of this annuity a year from now is 13,152.50
Answer: c. $94,240
Explanation:
On December 31, 2005, one payment has already been made which would mean that only 7 payments are left. As the first of these remaining 7 will be paid the year after, this is an ordinary annuity.
Note payable value = Present value of seven $20,000 payments
= 20,000 * Present value of ordinary annuity of 1 at 11% for 7 years.
= 20,000 * 4.712
= $94,240
