Answer:
Diverisify
Explanation:
The best option would be to diverisify between various things. Part into a promising crypto such as Ethereum or Bitcoin. Part into some basic index funds such as the SPY (S&P500), some bigger tech companies such as Apple and finally a more risky investment into a stock or crypto which is only in the beginning of its age. If you would like protection against a crisis or similar you could buy some Put options for your stocks.
Answer: Derivative security
Explanation:
Derivative security is referred to as the security that provides a payoff which depends on the values of other assets.
A derivative security is referred to as the financial instrument whereby the value depends on the value of another asset. There are different types of derivatives such as options, swaps, futures, and forwards. Example of derivative security is convertible bond.
Answer:
Go to the Sign in page, which you can access by selecting "Sign In / Register" in the top right corner of our homepage.
Select "Create Account," then enter your e-mail address, a password, and — if you're a member — the number found on your membership card. If you happen to have a Costco Anywhere Visa® Card by Citi, just look for your membership number on the back of the card, directly to the right of your picture.
Once you select the "Create Account" button, your account will be created.
Please keep in mind that being an active Costco member does not automatically register you on Costco.com. Your membership number is not linked to your account until you add it, either when you register or you update your account details under "My Account."
Answer:
0.98
Explanation:
Computation for Bill Duke portfolio's beta
First step is to find the Investment in Y which is:
Investment in Y=100,000-35,000
=$65,000
Second step is to calculate for the Portfolio beta using this formula
Portfolio beta=Respective beta*Respective Investment weight
Portfolio beta =(35,000/100,000*1.5)+(65,000/100,000*0.7)
Portfolio beta=(0.35*1.5) +(0.65*0.7)
Portfolio beta =0.525 +0.455
Portfolio beta=0.98
Therefore the Portfolio Beta will be 0.98
