The following accounts which are classified as shareholders' equity are Additional paid-in capital, Common stock ,Retained earnings.
Option A, B, C is correct.
<h3>
Shareholder Equity:</h3>
Shareholder Equity is the amount invested in the business by the owner of the business. This includes the money they have invested directly and the accumulation of earnings earned by the company that has been reinvested since its inception.
<h3>Is equity a liability or an asset?</h3>
Equity is the company's total assets minus total liabilities. It can be defined as the total amount of dollars that a company would be left with if it liquidated all its assets and paid off all its liabilities. This is then distributed to shareholders.
Learn more about shareholder equity:
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Answer:
Explanation:
return on preferred stock (rp) = Dividend/ Current price
rate of return = 5.5% or 0.055 as a decimal
Dividend amount = dividend rate * par value ;
Dividend amount = 4.5% * 1000 = $45
Current price = ?
Next, plug the numbers to the formula above to find Price;
0.055 = 45/ Price
0.055Price = 45
Divide both sides by 0.055;
Price = 45/ 0.055
Price = $818.18
Answer:
By claiming your web presence, you're protected from other people, with the same name, claiming it before you. You also gain control over how you're perceived online, and thus what employers find out about you when they conduct their search
Explanation:
Answer: C. it's a good time to buy the wood.
Explanation:
$500 = 738NZ dollars, therefore 738 NZ dollar ÷ $500 = 1.476NZ dollar
The current exchange rate is $1 = 1.476NZ dollar
10 foot slab costs $5000, Tee Golf Resort will pay $ 3387.53 ($5000/1.476NZ)
if they import wood from New Zealand. Tee Golf Resort will pay less than $5000 if they import Wood from New Zealand at the current exchange rate. This is a Good time for them to import woods
Answer:
€928.46
Explanation:
Since it was hinted that bonds issued outside of the United States pay coupons annually, it is expected that the bonds issued in Germany pay annual coupons, and its price is computed below using the bond price formula, excel PV function, and financial calculator:
Bond price=face value/(1+r)^n+annual coupon*(1-(1+r)^-n/r
face value=€1,000
r=yield to maturity=8.7%
n=number of annual coupons in 10 years=10
annual coupon=face value*coupon rate=€1,000*7.6%=€76
bond price=1000/(1+8.7%)^10+76*(1-(1+8.7%)^-10/8.7%
bond price=1000/(1.087)^10+76*(1-(1.087)^-10/0.087
bond price=1000/2.30300797+76*(1-0.43421474)/0.087
bond price=1000/2.30300797+76*0.56578526/0.087
bond price= 434.21+494.25= €928.46
Excel PV function:
=-pv(rate,nper,pmt,fv)
=-pv(8.7%,10,76,1000)
pv=€928.46
Financial calculator:
N=10
PMT=76
I/Y=8.7
FV=1000
CPT PV=€928.46
