<em>Incomplete question is "2. What journal entry should Johnson record to recognize bad debt expense for 2021? 3. Assume Johnson made no other adjustment of the allowance for uncollectible accounts during 2021. Determine the amount of accounts receivable written off during 2021 4. If Johnson instead used the direct write-off method, what would bad debt expense be for 2021?"</em>

1. Gross accounts Receivable = Allowance Account balance at beginning / 10%

= $30,000 / 10%

= $300,000

2. Year Account Title Debit Credit

2021 Bad debt expense $105,000

($500,000*10% + $55,000)

To Allowance for Doubtful Accounts $105,000

3. Accounts receivable written off = Beginning balance of Allowance Account - Ending Balance of Allowance account

= $30,000 - (- $50,000)

= $30,000 + $50,000

= $80,000

4. Bad debt expense for 2021 (direct write off method) = Amount written off = $80,000

4 0

2 years ago

A company issued $50,000 of 8%, 10-year bonds on January 1. The bonds pay semi annual interest. The present value factor of a si

inessss [21]

Answer:

$22,820

Explanation:

Calculation to determine Determine the present value of the par value of the bonds.

Discount rate =8%/2

Discount rate= 4%

Present value factor of 20 periods at 4%= ( 1 / 1.04^20 )

Present value factor of 20 periods at 4%=0.4564

Using this formula

Present value of the par value of the bond = Future value of the bond x Present value factor =

Let plug in the formula

Present value of the par value of the bond=$50,000 x 0.4564

Present value of the par value of the bond = $22,820

Therefore the present value of the par value of the bonds is $22,820

6 0

2 years ago

Salmon Inc. has debt with both a face and a market value of $227,000. This debt has a coupon rate of 7 percent and pays interest

Dahasolnce [82]

Answer:

14.27%

Explanation:

Unlevered value = [Expected earnings before interest and taxes × (1- tax rate)]/Unlevered cost of capital

Unlevered value = [$87,200 x (1- 0.35)]/0.12 = $472,333.33

Levered value = Unlevered value + (Tax rate × Debt market value)

Levered value = $472,333.33 + (0.35 x $227,000) = $551,783.33

Value of equity = Levered value - Debt market value

Value of equity = $551,783.33 - $227,000 = $324,783.33

Cost of equity = Unlevered cost of capital + [(unlevered cost of capital - coupon rate) × (Debt market value/Value of equity) × (1 - Tax rate)]

Cost of equity = 0.12 + [(0.12 - 0.07) × ($227,000/$324,783.33) × (1 - 0.35)] = 0.1427, or 14.27%

Therefore, the firm's cost of equity is 14.27%

7 0

2 years ago

# 8 & # 9 please .. I appreciate it

KatRina [158]

#8 is C. Unfortunately I do not know #9.

6 0

2 years ago