You would expect the yields to rise due to increased default. You would expect them to rise to compensate investors for the loss of the tax-exempt status
Answer:
Government's tax revenues would decrease by $1,250
Explanation:
Please refer the complete question below
Song earns $100,000 taxable income as an interior designer and is taxed at an average rate of 20 percent (i.e., $20,000 of tax). Answer the questions below assuming that Congress increases the income tax rate such that Song's average tax rate increases from 20 percent to 25 percent.
What will happen to the government’s tax revenues if Song chooses to spend more time pursuing her other passions besides work in response to the tax rate change and therefore earns only $75,000 in taxable income
If Song opts for pursuing his other passions he will end up earning $75,000 and therefore since the tax rate is now 25% he will have to pay $18,750 ($75,000 x 25%) as against the $20,000 ($100,000 x 20%) taxed previously and hence government's tax revenues would decrease by $1,250 ($20,000 - $18,750).
Answer: beg book value +the salvage value) / 2.
(the sum of annual average book values) ÷ asset’s life
(beg book value +the end book value) ÷ 2.
Explanation:
Depreciation is simply when an asset begin to wear and tear and thereby its value is reduced.Straight line depreciation is calculated when the difference between the cost of an asset and the expected salvage value is divided by the number of years it is projected to be used.
Using this method, the annual average investment can be calculated as:
• beg book value +the salvage value) / 2.
• (the sum of annual average book values) ÷ asset’s life
• (beg book value +the end book value) ÷ 2.
Answer:
Therefore after 5 year the balance in the stock market is $ 352.47.
Explanation:
Exponential growth formula :
y= Final amount
a= initial amount
r= rate of growth
t= time
Given that,
The deposit amount = $200
Rate of interest (r)=12%=0.12
Time (t)=5 years
=$352.47
Therefore after 5 year the balance in the stock market is $ 352.47.
