Answer:
Balking
Explanation: Balking means the tendency of an individual not to do something or let something happen due to the circumstances he /she feels is not conducive for he/she. if you balk at something, then you definitely do not want to do it
The answer to this question is decreases
<span>required reserve ratio refers to a certain amount of depositors' money that the banks need to have available on their hand.
</span><span>simple deposit multiplier. refers to the amount of money that the bank does not hold as excess reserve.
When the amount of cash that need to be held is lower, the amount of excess will also tend to be lower</span>
Answer: Price Ceilings
Price Ceilings are usually controlled by the Government and their main use is to keep prices up. Sometimes a customer will switch to other goods and that person that wants there item bought the price will get lower to attract more customers. In this case, they want to keep the prices from falling - therefore, it would be Price Ceilings.
Answer:
d.$38,448
Explanation:
The computation of the expected change in net income is shown below:
The net purchase for one day = $11,760
For 20 days excluding discount period i.e 10 days , it would be
= $11,760 × 20 days
= $235,200
The interest would be
= $235,200 × 10%
= $23,520
Now the gross purchase is
= (Net purchase × total number of days in a year) ÷ (1 - discount rate)
= ($11,760 × 365 days) ÷ (1 - 0.02)
= $4,292,400 ÷ 0.98
= $4,380,000
The discount is
= $4,380,000 × 0.02
= $87,600
After tax rate, the change in net income would be
= ($87,600 - $23,520) × (1 - tax rate)
= $64,080 × 0.60
= $38,448
Answer
a) Gordon's Constant Growth model : P0 = D1 / (r-g)
r = 3% =0.03
, g= -7% = -0.07
, D0 = $5.1
D1 = D0*(1+g)
D1 = 5.1*(1-0.07)
D1 = $4.743
P0 = 4.743/(0.03- (-0.07))
P0 = 4.743/0.10
P0 = $47.43
So, Stock M should sell at a price of $47.43 today
b) Price 8 years from now
==> P8 = D9/(r-g)
P8 = D0*(1+g)^9/(r-g)
P8 = 5.1* (1-0.07)^9 / (0.03- (-0.07))
P8 = 5.1*0.52041108298 / (0.03- (-0.07))
P8 = 2.65410
P8 = $26.54
c) Investor may want to buy the stock today for the Dividends. If the dividends paid are high enough, the present value of the dividends is also high and may more than compensate the fall in stock price. This type of stocks work and give cash flows like a project where the initial cashflows are higher and later cashflows are less because of market factors.
