<u>Solution and Explanation:</u>
Required Return after 5 year = Real rate of return + Inflation premium + Risk premium
Required Return after 5 year = 5+2+4
Required Return after 5 year =11%
No of year left to maturity = 25
Annual Interest payment = 15%*1000 = 150
Face value of Bond = 1000
New price of the bond = pv (rate, nper, pmt, fv)
New price of the bond = pv (11%,25,150,1000)
New price of the bond = $ 1336.87
Answer:
$2.41
Explanation:
1 January-September 30 84,180*9/12=63,135
1 October-31 December (84,180+30,000)*3/12=28,545
Weighted average of common stocks outstanding =91,680
Earning per share (EPS)=Net Income/Weighted average common stocks
EPS=$221,062/91,680
EPS=2.41
<span>A
company's employee database includes each employee's compensation.
Part a)
An employees compensation is a continuous variable because it can take fractional values.
Monetary values doest have to be an integer it also takes decimal values.
Part b)
The possible
values it can take on are any value in the interval of compensations for the employee's level.</span>
Answer:
Correct option is C
Explanation:
Increase in \alpha decreases πt - π(t-1) which shows decrease in natural rate of unemployment.
Phillips bend clarifies the connection between expansion rate and joblessness rate. As indicated by it there is a reverse connection between the joblessness rate and swelling rate. It implies there is an exchange off among expansion and joblessness rate.
The strategy ramifications of Phillips bend is that administration can't lessen swelling and joblessness together. It joblessness decreases, at that point the economy must acknowledge higher expansion. Then again, on the off chance that economy lessens expansion, at that point it must acknowledge higher joblessness.
When there is synchronous change in the swelling rate and joblessness rate then this is an instance of development along the short-run Phillips bend.
Then again, when either joblessness rate or swelling rate stays unaltered while different changes then it prompts moving of short-run Phillips bend.