Answer:
$50,400
Explanation:
To do this first start by multiplying .12 x 35,000. The answer should be $4,200. After this multiply 4,200 by 12 in order to get the amount of money earned over a 12 month period. This will give you $50,400.
Inga Ingerton's assets price = $35,000, ; Assessed fee = 40% = 0.forty, ; mill levy rate = 83, ; Inga's annual tax on belongings = $14,000 x zero.083.
Annual taxes are generally designed to price for a mixture of interest or repute of a person for a tax yr. A tax year usually is much like a calendar year however it is able to additionally be a 12-month duration whenever a central authority corporation wants to control a given annual tax. Annual taxes are not limited to one level of government.
In a nutshell, to estimate taxable earnings, we take gross income and subtract tax deductions. what's left is taxable profits. Then we practice the ideal tax bracket (based totally on earnings and filing popularity) to calculate tax legal responsibility.
The costs observe in taxable profits—adjusted gross income minus both the usual deduction or allowable itemized deductions. profits as much as the same old deduction (or itemized deductions) is for that reason taxed at a 0 price. Federal profits tax quotes are progressive: As taxable income will increase, it's far taxed at better fees.
Learn more about annual tax here: brainly.com/question/26316390
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Answer:
a. subtract the company's expenses from its revenue.
Explanation:
For computing the profit or loss we simply deduct all the expenses incurred from the revenue earned.
If the revenue is more than the expenses than it would profit to the company
And, if the revenue is less than the expenses than it would be loss suffered by the company
In mathematically,
Net income = Total revenues earned - all expenses incurred
And, the net loss = All expenses incurred - total revenues earned
Hence, the first option is correct
Answer:
A) 0.0618
Explanation:
Variance is given by:
Where 'Xi' is the value for each term 'i' in the sample of size 'n' and μ is the sample mean.
The mean investment return is:
The variance is:
The variance of the returns on this investment is A) 0.0618.
