Answer:
Clayborn Company
The adjusted cash account balance (debit) should be:
$23,150
Explanation:
a) Data and Calculations:
Cash account balance (debit) $24,525
Bank Statement balance $21,800
Reconciliation issues:
Deposit in transit $ 7,450
Outstanding checks $ 6,100
Bank service fees, not yet recorded by company $ 100
A NSF check from a customer, not yet recorded by the company $ 1,275
b) Adjusted Cash balance:
Cash account balance (debit) $24,525
NSF check (1,275)
Bank service fees (100)
Adjusted cash balance (debit) $23,150
c) Adjusted Bank Statement balance:
Bank Statement balance $21,800
Deposit in transit 7,450
Outstanding checks (6,100)
Adjusted bank statement $23,150
The adjusted cash balance is calculated by adjusting the company's book balance for deposits in transit and outstanding checks, and then subtracting the bank service fees and the amount of the NSF check. The final adjusted cash balance for Clayborn Company on May 31 is $24,500.
To determine the adjusted cash balance for Clayborn Company, we must consider the cash balance according to the company's books, the deposit in transit, the outstanding checks, the bank service fee, and the NSF check. The books report a debit balance of $24,525, but we need to adjust this amount for the deposit in transit and the outstanding checks. Adding the deposit in transit of $7,450 gives us $31,975. Subtracting the outstanding checks of $6,100 results in an adjusted balance of $25,875.
Next, we have to account for the bank service fees and the NSF check from a customer, both of which were not yet recorded by the company. The bank service fees of $100 and the NSF check of $1,275 decrease our balance, so subtracting these from the $25,875 gives us the final adjusted cash balance of $24,500.
#SPJ3
(B) $9
(C) $15
(D) $24
Answer:
Option (D) is correct.
Explanation:
Given that,
Money income earned as a swimming assistant coach at university = $15 per hour
Admission fee for the county fair = $9
Here, the opportunity cost of skipping the practice is the loss of money income from the coaching.
Therefore,
Total cost of skipping practice:
= Money income lost for one hour + Admission fee for the county fair
= $15 + $9
= $24
Answer:
$4,710
Explanation:
The computation of bad debts expense adjusting entry is shown below:-
Bad debts expense adjusting entry = Sales + Uncollectible allowances - Balance in allowance for doubtful accounts
= ($1,175,000 × 0.5%) - $1,165
= $5,875 - $1,165
= $4,710
Therefore for computing the bad debts expense adjusting entry we simply applied the above formula.
The adjusting entry is shown below:-
Bad Debt A/c Dr, $4,710
To Allowance for Doubtful Debts $4,710
(Being bad debt account is recorded)
Answer:
$9.00
Explanation:
Note: See the attached file for the calculation of PV of year 1 to 7 dividends.
Price at year 7 = year 8 dividend / (Rate of return - Perpetual growth rate) = (0.5747245056 * 1.05) / (10% - 5%) = $12.0692146176
PV of price at year 7 = $12.0692146176 / (1.10)^7 = $6.19341546169015
Current price = Sum of PV of years 1 to 7 dividends + PV of price at year 7 = $2.81096656749202 + $6.19341546169015 = $9.00
Answer:
Chair unit cost: $ 49.72
Total cost for 675 chairs: $ 33,561
Explanation:
Direct Materials: $ 14.00
Direct Labor: 1.9 hours x $16 labor cost: $ 30.40
Overhead:
1.9 labor hours x ($ 1.6 variable rate + $ 1.20 fixed rate) = $ 5.32
Total unit cost: $ 49.72
Cost to produce 675 chairs:
675 charis x $ 49.72 per chair = $ 33,561
Answer:
Contribution margin = $211,150
Contribution margin ratio = 31.19%
Explanation:
total sales revenue $677,000
variable costs:
Contribution margin $211,150
Fixed expenses ($54,350)
Operating income $156,800
Contribution margin ratio = $211,150 / $677,000 = 31.19%
Answer:
$13,437.53
Explanation:
Calculation for the annual cash flows
First step is to calculate the value of annuity after 3 years from today
Using this formula
Value of annuity = Present value*(1+Rate)^Time
Let plug in the formula
Value of annuity = $100,000*(1 +0.036)^3
Value of annuity = $100,000*1.111934656
Value of annuity = $111,193.4656
Second step is to calculate the present value annuity factor
Using this formula
PVIFA = [1 – (1 + Rate)-Number of periods]/ Rate
Let plug in the formula
PVIFA = [1 – (1 + 0.036)-10]/ 3.6%
PVIFA = 8.27484404349
Last step is to calculate the annual cash flows
Using this formula
Annual cash flows = Value of annuity/ Present value annuity factor
Let plug in the formula
Annual cash flows = $111,193.4656/ 8.27484404349
Annual cash flows = $13,437.53
Therefore the annual cash flows will be
$13,437.53