Answer:
1. $13,500
2. $13,500
3. $336,500
Explanation:
1. Bad debt expense:
= Sales × Percent of sales uncollectible
= $900,000 × 1.5%
= $13,500
Therefore, the bad debt expense for the year 2019 is $13,500.
2. Allowance for Doubtful accounts = $13,500
3. For the end of 2019, what is the company's net realizable value:
= Accounts receivable - Allowance for Doubtful accounts
= $350,000 - $13,500
= $336,500
The answer is A, occur when a taxpayer's income tax withholding exceeds what they owe.
Answer: 0.9
Explanation:
The Expected Return on an investment can be calculated using the Dividend Discount Model as it is a key component in thw formula which is,
P = D1 / r - g
where,
D1 is the dividend paid next year
P is the current stock price
g is the growth rate
r is the expected return
With the given figures we have,
84 = 4.20 / r - 0.08
84 ( r - 0.08) = 4.20
r - 0.08 = 4.20/84
r = 4.20/84 + 0.08
r = 0.13
The Expected Return can be slotted into the CAPM formula to find the beta.
The CAPM formula calculates the Expected Return in the following manner,
Er = Rf + b( Rm - rF)
Where,
Er is expected return
Rf is the risk free rate
Rm is the market return
b is beta
Slotting in the figures gives,
0.13 = 0.04 + b( 0.14 - 0.04)
0.13 = 0.04 + b (0.1)
0.13 - 0.04 = 0.1b
b = 0.09/0.1
b = 0.9
Using the constant-growth DDM and the CAPM, the beta of the stock is 0.9
<span>The answer is : Brute Force Method</span>
Given:
tuition: 180,000 per year
period to save: 18 years
annual rate of return : 6%
FV = PV * (1+r)^t
180,000 = PV * (1 + 0.06)¹⁸
180,000 = PV * (1.06)¹⁸
PV = 180,000 / (1.06)¹⁸ = 180,000 / 2.854 = 63,069.38
Jack and Jill will have to invest 63,069.38 in the first year to have a total of 180,000 after 18 years.
Using Future Value Annuity formula:
FV of Annuity = P [{(1+r)^n - 1} / r]
180,000 = P [{(1.06)¹⁸ - 1} / 0.06]
180,000 = P (30.906)
P = 180,000 / 30.906
P = 5,824.11
Jack and Jill will have to deposit 5,824.11 every end of the year for the total to reach 180,000 after 18 years.
