Answer: See explanation
Explanation:
First and foremost, it should be noted that there's a flat tax rate of 21% on the taxable income, therefore the after tax income will be:
= (1 - 21%) × $1 million
= 79% × $1 million
= $790,000
Therefore, the amount of the dividend payment is $790,000 which is given to Leona.
The after tax cash flow from the dividend receipt will be:
= $790,000 - (20% × $790,000)
= $790,000 - (0.2 × $790,000)
= $790,000 - $158,000
= $632,000
Therefore, the total tax by Henly and Leona will then be:
= $210,000 + $158,000
= $368,000.
This is 36.8% (368000/1 million) of the tax rate.
Answer:
89.44%
Explanation:
As we know that:
Z = (Cash Flow - Mean) / Standard Deviation
Here
Cash flow is the observed value which is the lower limit here and is $11,000
Mean is the average value of the sample and is $16,000
Standard Deviation is $4,000
By putting values, we have:
Z = ($11,000 - $16,000) / $4,000
= -1.25
The Z value lower than -1.25 is 0.1056 or 10.56%
This means that the probability of cash flow lower than $11,000 is 10.56% and the probability of cash flow greater than $11,000 will be
Probability of cash flow = (1- 0.1056) = 0.8944 which is 89.44%
Answer:
-The lessee reports a single amount of lease expense, which is equal to interest expense plus amortization expense, in its income statement.
-The lessor reports a single amount of lease revenue, which is equal to interest revenue plus amortization revenue, in its income statement.
-The lessee reports lease expense on a straight-line basis and the lessor reports lease revenue on a straight-line basis over the lease term.
Explanation:
The mode of reporting in an operating lease is slightly different from that in a finance lease. For example, the lessor can use a straight-line form of reporting he revenue while the lessee can use a straight-line form of reporting the expense for the given term of the lease. The lessee and lessor usually report expense and revenue respectively.
Answer:
4%
Explanation:
Interest included in $918000 is for six months from 10/1/18 to 4/1/12.
Interest for first three month period from 10/1/18 to 31/12/18 = $9000.
This implies that :
Interest from 1/1/19 to 4/1/19 = $9000.
Principal amount excluding interest due:
= Baker's obligation amount - Accrued interest - Accrued interest
= $918,000 - $9,000 - $9,000
= $900,000
Interest rate:
= [($9,000 × 12/3) ÷ 900000] × 100
= 4%
