Answer:
P₀ = $12.23
Explanation:
Div₃ = $1.25
Div₄ = $1.65
Div₅ = $2.178
Div₆ = $2.30868
first we must calculate the terminal value using the dividend discount model = $2.30868 / (17% - 6%) = $20.988
now we must discount all the future dividends + terminal value
P₀ = $1.25/1.17³ + $1.65/1.17⁴ + $2.178/1.17⁵ + $20.988/1.17⁵ = $12.23
Answer:
False
Explanation:
The Securities Act of 1933 requires the registration of all the securities issued and sold ob public markets. This act had some exemptions:
- private offerings (if the securities were offered to a certain group of persons and/or institutions)
- offerings of a limited size: a very small issuance would be excluded, but remember that $5 million of 1933 are equivalent to more than $98 million today (average annual inflation of 3.48%)
- securities issued by government entities
- securities issued on intrastate offerings (only traded within a given state)
<span>a) grant temporary tax exemptions to groups and individuals that start new businesses</span>
Answer:
Option (a) is correct.
Explanation:
Given that,
Initial Quantity supplied = 10,000
New quantity supplied = 15,000
Initial price = $5
Price elasticity of demand = 1.8
Percentage change in quantity supplied:
= [(New quantity supplied - Initial Quantity supplied) ÷ Initial Quantity supplied] × 100
= [(15,000 - 10,000) ÷ 10,000] × 100
= (5,000 ÷ 10,000) × 100
= 50%
Let the new price be x,
Percentage change in price:
= [(New price - Initial price) ÷ Initial price] × 100
= [(x - $5) ÷ $5] × 100
= (x - 5) × 20
= 20x - 100
Therefore,
Price elasticity of demand = Percentage change in quantity supplied ÷ Percentage change in price
1.8 = 50 ÷ (20x - 100)
1.8 (20x - 100) = 50
36x - 180 = 50
36x = 230
x = 5
Hence, the new price per pound of walnuts is $5.
Sheila Recognized gain is 
Jacob Recognized gain is 
<u>Solution:
</u>
Sheila’s Sale:
Amount noticed 
Fixed basis 
-------------
Gain 
Recognized Gain =
Jacob’s Sale:
Amount noticed 
Fixed basis 
-------------
Gain 
Recognized Gain = $8000
The $40,000 profit base of Jacob is same as the adjusted basis of Elane.
