Answer:
The answer is $5767641.92
Explanation:
PV of an Annuity = C x [ (1 – (1+i)-n) / i ]
PV of an Annuity = $1,600,000 x [ (1 – (1+0.12)-5) /0.12 ] = $5767641.92
The present value of the prize is $5767641.92
B characteristics of the children etc
When total utility starts to decrease, each additional song hurts MORE than the previous song.
Answer:
The correct answer is C.
Explanation:
Giving the following information:
Berry Co. purchases a patent on January 1, 2021, for $33,000 and the patent has an expected useful life of five years with no residual value.
Annual depreciation= (original cost - salvage value)/estimated life (years)
Annual depreciation= 33,000/5= $6,600
Given:
salary: <span>$10.50 an hour
25 hours a week
expenses:
Cellphone bill: $65/month
car insurance: $1,200/yr
*20% taxes.
There is no specific question but I will solve for Marcus net earnings for the year.
25 hours/week * 52 weeks/yr = 1,300 hours/year
Wages: 10.50 per hour * 1,300 hours/year = $13,650 Gross salary per year
Taxes: 13,650 * 20% = 2,730
13,650 - 2,730 = 10,920 net salary for the year
Cell phone bill: 65 per month * 12 months = 780
Net salary: 10,920
Cell phone bill (780)
Car insurance: <u> (1,200)</u>
Net Income: 8,940 per annum.
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