The correct answer is <span>a.Because an older person has less time to make up for bad investments
Young people have their entire life to fix their bad investments and can invest into new things that are up and coming and developing. Older people don't have time for that and have to approach investments differently.</span>
<u>Explanation:</u>
Given
Consumption = (10 x 30) = 300
Investment = (100 x 2) = 200
Government Spending = (500 x 1) =500
13. Total GDP for this economy = Consumption + Investment+ Government spending
=(10 x 30) + (100 x 2) + (500 x 1)
=$1000
14. Consumption % on GDP
= Consumption/ Total GDP x 100
=(300/1000) x 100
= 30%
15. Investment % in GDP
= Investment / Total GDP x 100
=(200/ 1000) x 100
=20%
16. Government spending % on GDP
=Government spending/ Total GDP x 100
=(500/1000) x 100
=50%
Answer:
The correct answer is 10.72% ( Approx.).
Explanation:
According to the scenario, the given data are as follows:
Debt ratio = 46.5%
Capital intensity ratio = 2.51 times
Profit margins = 21%
Dividend payout = 38%
Formula to calculate sustainable growth rate ae as follows:
Sustainable growth rate = (Earnings retention rate × Return on equity ) / ( 1 - (ROE × RR)
where, Retention rate =(1 - dividend payout rate)
= (1-0.38) = 0.62
ROE = Profit margin × Total asset turonver × Equity multipler
= Profit margin × 1/capital intensity ratio × 1/(1-debt ratio)
= .21 × (1/2.51) × 1/(1-.465)
= .21 × 0.398 × 1.869
= 0.1562
=15.62%
So, Sustainable growth rate = (0.1562*0.62) / 1 - (0.1562*0.62)
= 0.096844 / 0.903156
= 0.1072
= 10.72% (approx.)
Hence, the correct answer is 10.72% (approx.).
Answer:
Yield to maturity is 7.93%
Yield to call is 7.83%
Explanation:
I calculated both the yield to maturity and yield to call using the rate formula in excel which is =rate(nper,pmt,pv,-fv)
nper is the year to maturity and year to call of 18 years and 8 years respectively.
pmt is the periodic coupon payment is 9%*1000=$90 in each case.
pv is the present value in each case of $1100.35
The future value which is the redemption value is $1000 for yield to maturity and $1060 for yield to call
Find attached detailed calculation