Answer:
$1,634
Explanation:
The computation of the additional tax to be paid is shown below:
Additional tax is
= Tax rate × net investment income
= 0.038 × $43,000
= $1,634
We simply multiplied the tax rate with the net investment income in order to determine the additional tax
Answer:
The correct answer is a Fee simple defeasible estate.
Explanation:
A fee simple defeasible estate is a type of property that has some conditions attached to it. In case the conditions are not conformed the estate goes back to the grantor.
The holder of such an estate holds it as a fee simple subject to that condition. If the given condition is not met the estate either goes to the original grantor or to a third party.
Answer:
17 times
Explanation:
Data provided in the given question :-
Net Sales = $1,250,000
Average account Receivable = $73,500
Net Income = $53,150
So, the accounts receivable turnover ratio is given below :-
Accounts receivable turnover ratio = Net sales ÷ Average accounts receivable
= $1,250,000 ÷ $73,500
= 17 times
Hence the net income is ignored for calculating the account receivable turnover ratio.
Answer:
The correct answer is letter "C": Capability.
Explanation:
American criminologist Donald Cressey (1919-1987) proposed the Fraud Triangle Theory to explain the factor leading to such actions. According to Cressey, those components are <em>Pressure, Opportunity, </em>and <em>Rationalization.</em>
David Wolfe and Dana R. Hermanson introduced in 2004 the Fraud Diamond Theory with the same purpose as Cressey but they considered there are four (4) factors influencing individuals to commit fraud: <em>Pressure, Opportunity, Rationalization, </em>and <em>Capability.</em>
Thus, <em>the Diamond Theory includes the capability factor compared to the Triangle Theory that does not.</em>
Answer:
The correct option is $1.14
Explanation:
D1=D0*(1+g)
D1 is year 1 dividend
g growth rate of dividend of 15%
D1=$0.54*(1+15%)
D1=$0.54*(1+0.15)
D1=$0.54*1.15
D1=$0.621
00
D2=$0.621*1.15
D2=$0.71415
We need to apply the discount factor to each of the dividends,the discount factor is 1/(1+r)^n
r is the rate of return of 11%
n is the relevant year
present value of year 1 dividend=$0.62100*1/(1+11%)^1
present value of year 1 dividend=$0.559459459
Present value of year 2=$0.71415*1/(1+11%)^2
Present value of year 2=$0.579620161
Total value present values=$0.559459459
+$0.579620161
=$1.14
