Answer: To know the amount of tax the business should pay from reported profit which is different from it's actual tax bill
Explanation:
Income tax expense could be described as what is calculated that the company owes in taxes according to accounting rules. They are reported on the income statement.
While Income tax payable is described as the actual amount the company owes in taxes based on the rules of tax code. They appear on the balance sheet of the company accounting documents until the bills are cleared off or paid.
The reason for understanding the difference is to know the amount of tax the business should pay from reported profit which is different from it's actual tax bill
Business net income $130,000
Dividends $2,000
Long-term capital gain $5,000
Short-term capital loss $10,000
$130,000 + $2,000 + $5,000 = $137,000
$137,000 - $10,000 = $127,000
Based on my these figures, Barton’s taxable income is $127,000.
Answer:
- a. Proceeds from Condemnation of Land
- c. Cash paid for unexpected major equipment repairs
Explanation:
The Cash Flow statement records only activities that affect the cashflow of the company. The Investing Activity section of the Cashflow statement deals with capital goods (PPE) and investments in other company securities.
The proceeds from land condemnation will go to the Investing activities section as it has to do with capital goods and the cash paid for unexpected major equipment repairs will see the equipment being used in the long term so it goes to Investing as well.
Answer:
34
Explanation:
Price/Earning ratio (PE) = Price per Share ÷ Earnings per share
where,
Earnings per share = Net Income ÷ Number of Common Stock Outstanding
= (0.9 x $75 million x 0.06) ÷ 2.5 million shares
= 1.62
therefore,
Price/Earning ratio (PE) = $55 ÷ $1.62 = 33.95 or 34
Answer: covariance matrix is
(0.00090 0.00042)
(0.00042 0.00160)
Mean of weekly return = 0.00119
Standard deviation = 0.0279
VaR(0.05) = $1450.73
Explanation:
> S1 = 200*100
> S2 = 100*125
> w1 = S1/(S1+S2)
> w2 = 1 - w1
> w = c(w1,w2)
> means = c(0.001, 0.0015)
> sd = c(0.03, 0.04)
> rho = 0.35
> multiply = w %*%
means> round(mutiply by 5)=0.00119
> cov = matrix(c(sd^2, sd[1]*sd[2]*rho,sd[1]*sd[2]*rho,sd[2]^2),nrow=2) = 0.00090, 0.00042, 0.00042, 0.00160
> sdp = sqrt( w %*% cov %*% w )> round(sdp,4)=0.0279
> VaR = -(S1+S2)*(mup+sdp*qnorm(.05))
=1450.73
