Answer: . two-stage area
Explanation:
In two-stage specimen sampling, a simple random sample of specimen is selected and then a simple random sample is selected from the units in each sampled specimen. Two-stage sampling is used when the sizes of the specimens are large, making it difficult or expensive to observe all the units inside them.
Answer: The options are missing in the question,they are;
A) Rollover IRA
B) Educational IRA
C) Traditional IRA
D) Roth IRA.
The correct answer to the question is option D
ROTH IRA.
IRA- Individual retirement account.
Explanation: Roth IRA is a type of IRA account,it is a type of tax-advantaged retirement savings account.it allows one to pay more taxes inorder to get a bigger tax savings down the line as the investment grows, when it's time for withdrawal,it will be tax-free.
The contributions in Roth IRA are not tax-deductible, but once you start withdrawing funds, the money is tax-free. savings are built by allowing the owner of the Roth IRA to make regular contributions and invest them in a portfolio of stocks, bonds, mutual funds or other investments.the taxes on investment transactions that occurs in the Roth IRA account are deferred until withdrawal of any earnings are made. Just like other IRA accounts,Roth IRAs offer several key benefits, including tax-free growth, tax-free withdrawals in retirement, and no required minimum distributions,the only disadvantage of a Roth IRA is that contributions to a Roth are limited by your household income.
Answer:
3. Planning, and controlling & evaluation are considered as the two sides of a coin. Discuss why they are considered like this with examples
Explanation:
Answer:
Maybe a loss in jobs?
Explanation: Because people who work for the oil company have to stop working idk
Answer:
Beta of Portfolio is 0.98
Explanation:
<u>Given</u>: Investment in security X = $35,000
Investment in security Y = $65,000
Beta of X = 1.5
Beta of Y = 0.70
Beta is a measure of degree of responsiveness of a security return with respect to market return.
The portfolio beta is the weighted average beta of individual stock beta's in a portfolio.
Beta of portfolio = Beta of Stock X × Weightage of money invested in X + Beta of Y × Weightage of money invested in Y
Beta of Portfolio = 1.50 × 
+ 0.7 × 
Beta of Portfolio = 0.525 + 0.455 = 0.98
