The most cost effective way for John to buy a house in the suburbs is:
a.Move to the suburbs and rent a house for one year before purchasing a home.
This is to test the waters. During this time, he has to acclimatize himself into living in a new environment. He has to discover the pros and cons of living in the suburbs compared to living in the city like travel time in going to work, etc.
If after a year, he finds its more beneficial to live in the suburbs, then he can buy a house there. On the other hand, if he finds it costly to live in the suburbs compared to living in the city, he simply has to pay the necessary rent and utility bills, pack up his bags, and go home.
Answer:
The income tax expense for 2021 income statement is $101 million as computed in the explanation section below.
Explanation:
The income tax expense in the year 2021 is the income taxes payable while adding the reduction in deferred tax asset or deducting the increase in deferred tax asset plus the portion of the current deferred tax asset not realizable using the applicable tax rate as found below:
Income tax payable $90 million
deduct;increase in deferred tax asset($170-$130) ($40 million)
Add;unrealized deferred tax asset($170*30%) $51 million
Income tax expense for 2021 income statement $101 million
<span>To calculate the average collection period: the average accounts receivable balance divided by average credit sales per day.
With $1,000,000 per year, that is $2739.73 per day.
The average accounts receivable is ($80,000 + $60,000) / 2 = $70,000
$70,000 / $2,739.73 = 25.6 days</span>
Based on the fact that Kay Company will use direct labor hours as its overhead allocation base, the overhead for a product with 5 labor hours is $228.
<h3>What is the overhead assigned to the product?</h3>
This can be found as:
= Total overhead cost / Number of labor hours x Product labor hours
Solving gives:
= 4,104,000 / 90,000 x 5
= 45.6 x 5
= $228
Find out more on assigning overhead costs at brainly.com/question/22812280.
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Answer:
Final Value= $414,135.43
Explanation:
Giving the following information:
Quarterly deposit= $32,000
Number of quarters= 3*4= 12
Interest rate= 0.0545/4= 0.01363
To calculate the final value, we need to use the following formula:
FV= {A*[(1+i)^n-1]}/i
A= quarterly deposit
FV= {32,000*[(1.01363^12)-1]} / 0.01363
FV= $414,135.43
