Answer:
See below.
Explanation:
For a, first we calculate the credit multiplier of the economy,
Credit multiplier = 1 / reserve ratio
Credit multiplier = 1 / 0.25 = 4
This means that any change in money supply will be 4 times as much in the economy, hence to induce a change of $120 billion, the Fed will decrease the money supply by 120/4 = $30 billion. This will increase the interest rates just enough to stabilize aggregate demand.
For b, we again start by calculating the credit multiplier.
Credit multiplier = 1/0.10 = 10
Since the Fed want to stimulate investment, it needs to use an expansionary monetary policy.
The Fed thus increases the money supply by 150/10 = $15 billion.
This will have the total effect of 150 billion on the whole thus achieving the Fed's objectives.
Hope that helps.
Answer:
Instructions are below.
Explanation:
Giving the following information:
Value at 18= $4,909
Interest rate= 3%
To calculate the final value, we need to use the following formula:
FV= PV*(1+i)^n
A) Number of years= 7
FV= 4,909*(1.03^7)= $6,307.45
B) Number of years= 47
FV= 4,909*(1.03^47)= $19,694.39
C) Finally, we need to determine the original investment. We need to isolate the present value from the formula:
PV= FV/(1+i)^n
PV= 4,909/(1.03^18)
PV= $2,883.52
The answer is a, true. It is because a person with an internal locus of control has their own belief in terms of their health in a way that their behaviors and actions will be the ones responsible of having to know the status or what will likely happen to their health in which is also same in the given description above.
Answer: $50
Explanation:
We can use the Gordon Growth Model of Stock Valuation. The formula is thus,
P = D1 / r – g
D1 = the annual expected dividend of the next year
r = rate of return
g = the expected dividend growth rate (assumed to be constant)
There is no growth potential and dividends are expected to stay the same so no growth rate and D1 will be the same as D0.
Plugging that into the formula therefore will give us
P = D1/r
P= 4.5/0.09
= $50
Current Stock Price is $50.
