Answer: D) present value of the remaining lease payments.
Explanation:
When recording a capital lease in the balance sheet of the lessee, the amount recorded is the<em> lower amount </em>between the present value of the remaining lease payments or the cost of the leased asset.
As the <em>cost</em> of the leased asset is <em>equal</em> to the <em>initial</em> present value of the payments, the cost will therefore be higher than the current present value of the remaining payments so the appropriate amount to put in the balance sheet will be the current present value of the remaining lease payments.
Answer:
1. $31,000
2. $40,000
Explanation:
1. Computation of bad debt expenses for the year
Bad debt expenses = Credit sales × Bad debts expenses
= $1,550,000 × 2%
= $31,000
2. Computation of year end balance
Year end balance = Beginning balance + Bad debt expense - Written off
= $31,000 + $31,000 - $22,000
= $40,000
Therefore for computing the bad debt expenses and year end balance we simply applied the above formula.
Nothing really just the header moves where ever you move it to lol
Answer:
The predetermined overhead rate for the recently completed year was $25.33
Explanation:
The formula to compute the predetermined overhead rate is shown below:
Predetermined overhead rate = (Total estimated manufacturing overhead) ÷ (estimated direct labor-hours)
where,
Total estimated manufacturing overhead = Estimated total fixed manufacturing overhead + estimated variable manufacturing overhead rate × estimated labor hours
= $1,230,440 + $3.12 × 55,400 hours
= $1,230,440 + $172,848
= $1,403,288
Now put these values to the above formula
So, the rate would equal to
= $1,403,288 ÷ 55,400 hours
= $25.33
Answer:
c. 10.17%
Explanation:
we can use the future value formula:
future value = present value x (1 + r)ⁿ
- future value = $19,600,000
- present value = $8,200,000
- n = 9
$19,600,000 = $8,200,000 x (1 + r)⁹
$19,600,000 / $8,200,000 = (1 + r)⁹
(1 + r)⁹ = 2.390243902
⁹√(1 + r)⁹ = ⁹√2.390243902⁹√
1 + r = 1.101663943
r = 1.101663943 - 1 = 0.101663943 = 10.17%