Answer:
There is some information missing, and when I looked for it I found similar questions but the demand was already given and the question was about Vincent's total daily income.
Passenger Price Daily demand
Adults $18 70
Children $10 25
Senior citizens $12 55
total 150
total revenue per day = ($18 x 70) + ($10 x 25) + ($12 x 55) = $1,260 + $250 + $660 = $2,170
total operating costs per day = (150 / 50) x $450 = $1,350
operating income per day = $2,170 - $1,350 = $820
Answer:
Payne should exclude Salem's January 1, Year 1, Retained Earnings and income for January 1 to September 30 from consolidated Retained Earnings and consolidated income
Explanation:
The Retained Earnings of Salem on January 1, Year 1 and and its income during the period between January 1 and September 30 would not be included in the Year 1 consolidated financial statements.
The reason is that The Retained Earnings of Salem on January 1, Year 1 and and its income during the period between January 1 and September 30 are part of the equity of the shareholders that that Payne acquired on September 30, Year 1. They would then be eliminated in the eliminating entry of the consolidating investment.
Answer:
$28,000
Explanation:
When closing inventory is understated during an year, it would lead to understated profits during the year i.e understated net income for the year 2018.
So, correct pre tax income for 2018 would be,
= reported pre tax income + the amount by which closing inventory was understated
= $25,000 + $2000 = $27000
Now, since the same closing inventory would become the opening inventory for 2019, this means, the opening inventory for 2019 was understated.
When opening inventory is understated, it would lead to inflated net income for the year 2019. Thus, the extent by which the inventory has been understated has to be reduced from the reported pre tax profits for the year 2019.
Hence, correct pre tax income for 2019 would be,
= $30,000 - $2000 = $28000
I guess the correct answer is 6.48%
If Curtis invested in the Initech, Inc. bonds, The after-tax rate of return from this investment is 6.48%.
Since, [(1 - 0.28) × (250,000 × .09)]/250,000 = .0648.
Answer:
14.58%
Explanation:
The computation of the simple rate of return is shown below:
As we know that
Simple rate of return = Annual net income ÷ Initial investment
where,
Initial investment is $32,000
And, the annual net income is
= $6,800 - ($32,000 ÷ 15 years)
= $4,667
So, the simple rate of return is
= $4,667 ÷ $32,000
= 14.58%
We simply applied the above formula
