Answer:
<u>the supply curve</u>
Explanation:
Remember the supply curve shows the relationship between the amount of a commodity that a producer (or orange farmer) is <em>willing </em>to offer and at a particular price at any given time.
Because of the subsidies to orange farmers we expect the price of orange to become lesser in the future. Therefore the rightward shift occurs in supply curve for oranges due to favorable changes such as the new legislation which may lead to:
- Reduction in tax,
- Reduction in cost of factor of production,
- Expectation of fall in price in future,
Answer:
Option (b) Decline 20%
Explanation:
Data provided in the question:
Firm X has declared a stock dividend that pays one share of stock for every five shares owned
Therefore,
The increase in number of shares
= [ 1 ÷ 5 ] × 100%
= 20%
Thus,
The earnings per share will decrease by the amount of increase in number of shares i.e decrease by 20%
Hence,
Option (b) Decline 20%
<span>Jake receiving a promotion at his law firm after winning an important case is an example of a positive social sanction. This is a sociological term used to explain the reaction to a person's behavior or actions.</span>
Answer: $45,310
Explanation:
Given that,
Before-tax yearly income = $197,000
Hemingway to increase before-tax yearly income to $339,000
Yearly interest expense = $69,000
flat tax rate = 23%
Current annual corporate tax liability = $197,000 × 23%
= $197,000 × 0.23
= $45,310
Answer:
Check the explanation
Explanation:
Number of Number of The proportion of The proportion of
Non Acceptors Acceptors Non-acceptors (p0) Acceptors (p1)
A 352 223 100% 100%
A1 348 36 99% 16%
A2 4 187 1% 84%
Gini Index 1-(0.99)^2-(0.01)^2 1-(0.16)^2-(0.84)^2
0.0198 0.2688
Combined Gini Index for A1 and A2:
Number of Non Acceptors Number of Acceptors Total
A 352 223 575
A1 348 36 384
A2 4 187 191
Combined Gini Index 1-(352/575)^2-(223/575)^2
0.4748
Gini index if training records are split by customer's family size:
Number of Non Acceptors Number of Acceptors Total
A 352 223 575
A1 348 36 384
A2 4 187 191
Gini Index for this node 1-(352/575)^2-(223/575)^2
0.4748
Gini (A1) 1-(348/384)^2-(36/384)^2
0.1699
Gini (A2) 1-(4/191)^2-(187/191)^2
0.0410
Gini (A1,A2) 0.4748-(384/575)^0.1699-(191/575)^0.0410
-1.4147
