Answer:
The correct answer is option a and c.
Explanation:
The fed cannot control the money supply up to a great extent in the real world. This is because the feds can control the amount of required reserves that a commercial bank holds. But they cannot control the amount of excess reserves that a bank decides to hold which affects the money supply.
At the same time, the feds cannot control the amount of money that the households decide to hold as currency which also affects the money supply.
The amount of excess reserves a bank decides to hold affects the deposit-reserve ratio. While the amount of money that households decide to hold affects the currency deposit ratio. Both of these ratios affect the money supply.
Answer:
FV= $21,887.13
Explanation:
Giving the following information:
Initial investment= $15,000
Number of periods= 6 years
Interest rate= 6.5% compounded annually
T<u>o calculate the future value of the investment, we need to use the following formula:</u>
FV= PV*(1+i)^n
FV= 15,000*(1.065^6)
FV= $21,887.13
Answer: The equilibrium price is $68, Quantity 32 million barrel, The quantity to import is 53 million barrel
Explanation:
Given that D = -2 + (1/2)P, S = 15 - (1/4)P
At equilibrium Qd = Qs
-2 + (1/2)P = 15 - (1/4)P
Change 1/2 P and 1/4 P to decimal we have 0.5, and 0.25 respectively
Collect like terms
-2 -15 = 0.25P - 0.5P
17 = 0.25P
Divide both sides by P
17/0.25 = 0.25P /0.25
68 = P
P = 68
Substitute the value of P into equation 1 and 2 determine the value of Q
-2 + 0.5 (68)
-2 + 34
= 32
15 - 0.25 (68)
15 + 17
= 32
To determine the quantity to import when world price is $11.00 per barrel ,substitute the value into equation 1
-2 + 0.5 (11)
-2 + 55
= 53
Therefore quantity to import is 53 millions barrel
Answer: Yes they are.
Explanation:
A warrant will be dilutive if it causes the share price of a company to reduce in value when it is exercised and converted into common stock.
The warrant in this scenario will dilute the share value because it is to be exercised at a price that is lower than the current market price of the stock so when it is added to the outstanding shares, it will reduce the market value and dilute the shares.
