Answer:
New target price is $ 180.
Explanation:
This question requires us to calculate the new target price. The detail calculation is given below.
Current price = Full cost + target income
Current price = $ 200 + $ 40
Current price = $ 240-A
New Price = A * (75%)
New price = $ 180
(new price is 75% of current price)
A Vision Statement is an aspirational description of what an organization would like to achieve or accomplish in the mid-term or long-term future.
Answer:
Profit of 3600
Explanation:
I bought the 600 shares at a price of $41.20
so, Cost of buying the shares 24720
Along with it, i also bought the put option in $1.10 with a strike price of $45.
Buying the put option able me to sell the stock in 45 regardless of the price in stock market is.
But at the expiration date, the price of stock is $48.30 (more than strike price of $45)
So, i would not sell my stock to the broker in 45 (strike price) where, i can sell this stock in stock market at $48.30
Selling this stock in 48.30
48.30*600=28980
I must pay the option premium even though i have not utilized the option.
1.10*600=660
Finally,
selling price of shares-cost of buying shares - cost of purchasing premium
28980-24720-660= 3600
Answer:
Explanation:
To find the income elasticity we first must recall the formula
which is the percentage change in quantity when income increases in one percent.
From the demand curve we can find 
by taking derivative of Q with respect to Y: 
Next we need to know what is the income at the equilibrium quantity of 1300, which we can back out from the data given in the question
Then
Answer:
$0.00
Explanation:
LICC company issued the share and gave them to the officer, ABLE. During the same year, the condition on the stock is met to sell them, and ABLE exercises this option. LICC custody of the stock ends when the condition is met and ABLE can sell the shares.
These stocks belong to ABLE and selling these shares will impact their income tax, not the company. ABLE is a different tax-subject than LICC. Thus, LICC income taxes do not absorb the gain on sale in this transaction.
