Answer:
15.16%
Explanation:
The computation of expected return on the portfolio is shown below:-
Expected return on portfolio = (Return on Stock X × Weight of Stock X) + (Return on Stock Y × Weight of Stock Y) + (Return on Stock Z × Weight of Stock Z)
= (12% × 22%) + (15% × 37%) + (17% × 41%)
= 2.64% +5.55% + 6.97%
= 15.16%
So, for computing the expected return on the portfolio we simply applied the above formula.
Answer:
Initially the purchasing power of her $3000 deposit is 300 (3000/10) baseball caps.
Annual Inflation rate 0 %
Price of base ball cap $10
3000*1.05=3150
Purchasing power= 3150/10= 315 caps at 0 percent inflation
Annual Inflation rate 5 %
Price of baseball cap = 10*1.05= 10.5
Purchasing power = 3150/10.5
=300 caps at 5 percent inflation
Annual Inflation rate 8%
Price of baseball cap =10*1.08= 10.8
Purchasing power =3150/10.8
=291 caps at 8 percent inflation
Real interest rates
(1+nominal interest rate)= (1+inflation)(1+real interest rates)
Real rate at 0 percent inflation
1.05=1(1+R)
R=1.05-1
R=0.05= 5%
Real rate at 5 percent inflation
1.05=1.05*(1+r)
R=0%
Real rate at 8 percent inflation
1.05=1.08*(1+r)
=-0.02
=-2%
Explanation:
Answer:
all publics have their own special needs and require different types of communication
Explanation:
To effectively communicate with a public, it is important to recognize that all publics have their own special needs and require different types of communication
Answer:
$9,600
Explanation:
Annual Depreciation = Cost – Residual Value/Useful Life
Using the formula
Cost=$57,000
Residual value =$9,000
Useful life =5years
Hence:
$57,000 – $9,000/5
=$48,000/5
= $9,600
The second-year depreciation will therefore be $9,600
Depreciation Expense 3,060
Accumulated Depreciation 3,060
72,200-3,400=68,800/8yr=8,600*4yrs=34,400-72,200=37,800
37,800-7,200=30,600/10yr=3,060 annual depreciation