Complete Question:
Jon is a cash-basis taxpayer and has adjusted gross income of $40,000 in 2018. During the year he incurred and paid the following medical expenses.
Drugs and medicines prescribed by doctors $300
Health insurance premiums $750
Doctors' fees $2,250
Eyeglasses $75
How much medical expense can he deduct as itemized deduction?
Answer:
Jon
Medical expense that Jon can deduct as itemized deduction:
= $375
Explanation:
a) Data and Calculations:
Adjusted gross income = $40,000
Incurred medical expenses:
Drugs and medicines prescribed by doctors $300
Health insurance premiums $750
Doctors' fees $2,250
Eyeglasses $75
Total = $3,375
Under Tax Cuts and Jobs Act (TCJA), the medical expenses which can be deducted as an itemized deduction on the federal income tax return are only to the extent that they exceed 7.5% of adjusted gross income (AGI).
7.5% of $40,000 = $3,000
Therefore, Jon can itemize deduction of $375 in medical expense.
The correct answer is obviously, You recognized that it exists, i have no idea what they were smoking when they wrote this question.
Answer:
providing banks that the government deemed as "sound financial footings" an operating license.
Explanation:
The emergency banking relief act helped solve the banking crisis by providing banks that the government deemed as "sound financial footings" an operating license. This allowed the banks to reopen and continue business as well as providing the public with ease of mind and allowing them to slowly rebuild their trust on towards the banking system.
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Answer:
The effective rate of protection for the U.S. steel industry is approximately 17.5%
Explanation:
Mathematically, the effective rate of protection is calculated as follows;
e = (n-ab)/(1-a)
where n is the nominal tariff rate on the final product , a is the ratio of the value of the imported input to the value of the finished product and b is the nominal tariff rate on the imported input
Mathematically;
a = value of iron ore/value of steel = 100,00/500,000 = 1/5 = 0.2
From the question, we can see that nominal tariff rate for steel n = 15% = 15/100 = 0.15
The nominal rate for iron ore b = 5% = 5/100 = 0.05
So we substitute all of these into the equation of e above
e = {0.15-0.2(0.05)}/(1-0.2) = (0.15-0.01)/0.8 = 0.14/0.8 = 0.175 which is same as 17.5%
