Answer:
A) Lend PV of $100 and buy two calls.
Explanation:
For the option expiration date, it is mentioned that the stock price could be either $100 or $200 so it would be the final payoff either in $100 or $200
Now the lending of the present value i.e. $100 would be compulsory
So, the two calls values would be
= ($200 - $150) × 2
= 100
Total value be
= $100 + $100
= $200
Therefore the first option is correct
And all the other options are wrong
Answer:
See the attached photo for the graph for the loanable funds market
Explanation:
Note: See the attached photo for the graph for the loanable funds market to represent this scenario.
In the attached photo, the equilibrium quantity of loanable funds is on the horizontal axis, while the interest rate is on the vertical axis.
The graph shows that there is a positive relationship between the equilibrium quantity of loanable funds and the interest rate. That is, as the interest rate rises, the equilibrium quantity of loanable funds also rises.
All else equal, if the required reserve ratio falls the money multiplier increases.
<h3>Required Reserve Ratio</h3>
- The amount of each deposited dollar that a bank is required to hold in reserve with the Fed is known as the necessarily required reserve ratio.
- Banks are permitted to allocate higher percentages of incoming deposits to Excess Reserves rather than Required Reserves if this number falls, which will increase the rate of loan growth.
- Banks lend money to clients based on a portion of the available cash.
- In return for this power, the government imposes one condition on them: they must maintain a specific level of deposits to cover potential withdrawals.
- The reserve requirement is the amount that banks must reserve and above which they are not permitted to provide loans.
To learn more about Required Reserve Ratio refer to:
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Answer:
The correct answer is option (E).
Explanation:
According to the scenario, the given data are as follows:
Yield rate = 4.8%
Tax rate = 27%
So, we can use the following formula to calculate the interest rate :
= Yield rate / ( 1 - tax rate)
= 4.8% / (1 - 27%)
= 0.048 / ( 1 - 0.27)
= 0.048 / 0.73
= 0.06575
= 6.58%