Answer:
I'll go with option C
According world bank data the GDP per capita for the World as at 2018 is 17,912.368 ( current international $)
Answer:
Amount paid in;
Bonuses to employees = $5,150
State tax = $5,150
Federal tax = $41,200
Explanation:
The bonus paid to employees, federal tax and state tax are all a percentage of the profit made by the company.
The amount of each of these elements may be computed by applying the applicable percentage on the profit made by the company before any of these deductions.
amounts paid in;
bonuses = 5% * $103,000
= $5,150
state tax = 5% * $103,000
= $5,150
and
federal tax = 40% * $103,000
= $41,200
Answer:
Income Tax Expense (Dr.) $49,080,000
Deferred Tax Liability (Cr.) $49,080,000
Explanation:
Income tax expense = ( Taxable Income for the year + building and equipment taxable amount + Prepaid Insurance - Liability or contingency Loss ) * Tax rate
Income Tax expense = ( $117,000,000 + $14,700,000 + $2,300,000 - $11,300,000) * 40%
Income Tax expense = $49,080,000
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.
</span>
Answer:
The amount that you should have saved in your retirement account to receive this income is:
= $727,995.88.
Explanation:
a) Data and Calculations:
Expected lifespan = 24 years
Expected annual income = $75,000
Interest rate per year = 9%
The amount of savings in the retirement account to receive this income is calculated from an online financial calculator as follows:
N (# of periods) 24
I/Y (Interest per year) 9
PMT (Periodic Payment) 75000
FV (Future Value) 0
Results
PV = $727,995.88
Sum of all periodic payments = $1,800,000.00
Total Interest = $1,072,004.12
