Goverment spending is the ansewer i belive
Answer:
$35,000
Explanation:
Units started and completed means that out of the units completed and transferred, how many were started during the period. This figure is calculated in physical terms only. So there is no need to express any units in their equivalents.
So, this gives us an idea of how to calculate this :
Units started and completed = Units Completed and Transferred - Units in Beginning Work in Process
therefore,
Units started and completed = 40,000 units - 5,000 units = $35,000
Answer:
Equity.
Explanation:
Brand equity is the added value that creates a positive impact about the brand name in the minds of a customer. The given definition of brand equity was proposed by Davis Aaker. We can understand brand equity as the image or reputation that any brand holds in the minds of a customer.
Collections of stocks and bonds that are traded on securities exchanges but themselves are traded more like individual stocks than mutual funds?
The correct answer is an exchange-traded fund (ETF)
<h3>
What are exchange-traded funds?</h3>
ETFs, or "Exchange Traded Funds," as the name implies, are funds that trade in exchange-traded funds and typically track a particular index. Investing in ETFs gives you a bundle of assets that you can buy and sell during market hours. It has the potential to reduce risk and exposure while helping to diversify the portfolio.
ETFs have several advantages over traditional open-ended funds. The four main benefits are transaction flexibility, portfolio diversification and risk management, low cost, and tax benefits.
Learn more about securities exchanges here
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Answer:
13.86%
Explanation:
34% was invested into stock X with an expected return of 11%
22% was invested into stock Y with an expected return of 18%
44% was invested into stock Z with an expected return of 14%
The expected return on the portfolio can be calculated using the formula below
Expected return= Sum of ( weight of stock×return of stock)
= (0.34×11%)+(0.22×18%)+(0.44×14%)
= 3.74+3.96+6.16
= 13.86%
Hence the expected return on the portfolio is 13.86%