Answer:
have you tried refreshing the page
Explanation:
Answer:
The price elasticity of demand is -9.00.
Explanation:
Note: This question is not complete. The complete question is therefore provided before answering the question as follows:
The table below shows the weekly demand for machine screws at the local hardware store.
Price (dollars per pack of 100 screws) Quantity (packs of 100 screws)
$5.00 0
4.50 60
4.00 120
3.50 180
3.00 240
2.50 300
2.00 360
1.50 420
1.00 480
0.50 540
0.0 600
Using the starting point method, what is the price elasticity of demand from a price of $4.50 to a price of $4.00 per pack of 100 screws:
The explanation of the answer is now provided as follows:
New quantity = 120
Old quantity = 60
New price = $4.00
Old price = $4.50
Using the formula for calculating the starting point method for elasticity of demand, we have:
Price elasticity of demand = ((New quantity - Old quantity) / (New price - Old price)) * (Old price / Old quantity) = ((120 - 60) / (4.00 - 4.50)) * (4.50 / 60) = -9.00
Therefore, the price elasticity of demand is -9.00.
Estate planning has two parts. The first part consists of: Building your estate through savings, investments, and insurance. Thus, your answer would be A. :)
Answer:
20; $1 billion
Explanation:
Given that,
New funds = $20 billion
Required reserve ratio = 5%
Money multiplier:
= 1/Required reserve ratio
= 1/0.05
= 20
Initial money increase by:
= Funds wants to be in the money supply × Required reserve ratio
= $20 billion × 5%
= $1 billion
Therefore, the Fed should initially increase $1 billion in the money supply.
Answer: The market price of this stock is $22.57.
In this question, we ignore last year's dividend of $1.80 as it is irrelevant.
We compute the Present Value (PV) of the dividends of each of the following four years as follows:
Next, we calculate the PV of dividends from the 5 year onwards. Here dividend is constant at $3.20 and is expected to be paid for ever. The PV of a perpetuity at the end of year 4 is:
The value of a perpetual dividend of $3.20 at the end of year 4 is $24.61538462
Next we find the PV of the value of perpetual dividend as follows:
Market price of the stock = $22.57069872
