When she altered her shopping patterns and buying behavior because of substantial pay raise, it is an example of income effect.
In economics, Income effect explains how their is a <u>change in demand</u> in market caused by of a change in <u>consumer's purchasing power</u> as a result of a <u>change in their real income</u>.
Here, the theory of <u>income effect</u> explains Gall's situation because her increase in pay cut changes her purchasing power, thus, increases her demand for expensive goods.
In conclusion, when she altered her shopping patterns and buying behavior because of substantial pay raise, it is an example of income effect.
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Answer:
The answer is D.
Explanation:
Option D is correct because gains on the cash sales of property, plant, and equipment: are recognized in the operating activities under cash flow statement. They are subtracted from net income.
Option A and C are incorrect because gains on PPE are excess of cash proceeds over the FAIR VALUE and not the book value
Her drive to continue believing in her idea and to remain enthusiastic shows that Laila is: <u>D. characteristically self-nurturing</u>.
<u>Explanation</u>:
An individual taking care of himself is known as self-nurturing. Self-nurture helps in gaining self-esteem and makes the individual feel better about them. It ensures relaxing and rejuvenating the mind of the individual.
While in the business field, self-nurturing means self-financing their business. In this case, they don’t look for help from others. They start up their own business by arranging some personal loan and giving great effort. Self-nurturing people emerge as successful entrepreneurs.
Answer:
a. Month Days
April 21 (30 -9)
May 31
June 30
July 31
August 7
Total 120 days
Thus, due date of the note is August 7
b. Interest = $2,560 [$96,000 * 8% * (120/360)]
Principal = <u>$96,000</u>
Maturity value <u>$98,560</u>
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c. Date Account Titles Debit Credit
Aug 7. Cash $98,560
Note receivables $96,000
Interest revenue $2,560
Answer:
Investment A
Use a financial calculator
Pv=0
N= 13*12=156
I=7.5/12=0.625
PMT= 1100
Compute FV= 289,191
Investment B
FV= 289,191
N=13
I=7
PMT=0
Compute PV= 120,003
You will have to invest $120,003 in investment B today for it to be worth as much as Investment A in 13 years
Explanation: