Answer: Liability of $300,000
Explanation:
In the question above, what we have is a deferred tax liability, which could be explained as the amount accrued in taxes at a present time but payable in the future. The tax rate will not be based in the present tax rate. Thus is why we will not be using the 30% tax tate of 2018 in calculating the tax amount.
Tax rate = 40%
Exceeded tax basis = $750,000
0.4 × 750,000 = $300,000
Therefore, Johns-Hopper should report the deferred tax effect of this difference in its December 31, 2018, balance sheet as Liability of $300,000
It will definitely decrease, as consumers will have to pay more and a deadweight loss will be present. Search up 'price floors and deadweight loss'.
Answer:
true
Explanation:
the formula used to determine the break even point in units is:
- break even point in units = total fixed costs / contribution margin
where contribution margin = selling price - variable costs
The break even point refers to the output level where revenues = costs. Any output level above the break even point results in profits for the company, while any output level below the break even point results in losses.
Answer:
d. ethnographic research
Explanation:
Ethnographic research -
It is a type of research method , where the people tries to interact with the people in real life , in order to get the best and most pure information regarding the research topic , is referred to as ethnographic research .
The method is very effective and efficient to attain knowledge for the research topic .
Hence , from the given scenario of the question ,
The correct option is d. ethnographic research .
Answer:
To determine the total amount of money that I will have in my account at the time of my retirement, we must consider the total amount paid into the PIMCO account during the last 15 years, and add to this value the potential amount to be paid in the next 20 years in the Vanguard account.
Thus, during the previous 15 years, I have deposited 700 dollars per month in my PIMCO account, with which I have a cumulative total of $ 126,000 (700x12x15). Also, I will potentially deposit another $ 168,000 (700x12x20) in the Vanguard account for the next 20 years.
Therefore, over the 35 years of savings, once the time has come to retire, I will have $ 294,000 in my retirement investment.
