Answer:
-3.28
Explanation:
Given that,
Initial quantity, Q1 = 2
Final quantity, Q2 = 0
Change in quantity = Q2 - Q1
= 0 - 2
= -2
Initial income, M1 = $8
Final income, M2 = $15
Change in Income = M2 - M1
= $15 - $8
= $7
Average quantity:
= (2 + 0) ÷ 2
= 1
Average income:
= (15 + 8) ÷ 2
= 11.5
Therefore,
Percentage change in quantity demanded:
= (Change in quantity demanded ÷ Average quantity) × 100
= (-2 ÷ 1) × 100
= -200%
Percentage change in income:
= (Change in income ÷ Average income) × 100
= (7 ÷ 11.5) × 100
= 60.87%
Income elasticity of demand:
= Percentage change in quantity demanded ÷ Percentage change in income
= -200 ÷ 60.87
= -3.28
The available options are:
A. No contribution can be made because the woman does not have earned income
B. A contribution of up to $6,000 is permitted, but the contribution is not tax deductible.
C. A tax deductible contribution of up to $7,000 is permitted
D. A tax deductible contribution of up to $9,000 is permitted
Answer:
No contribution can be made because the woman does not have earned income
Explanation:
Unlike in the previous years before 2019, concerning divorce agreements, alimony is now declared to be no longer deductible by the payor and at the same time is considered to be a tax-free income to the recipient. In essence, this indicates that alimony is no longer qualifies as earned income and therefore, cannot be utilized to fund an Individual Retirement Account.
Hence, in this case, since it is , year 2020, the correct answer is "No contribution can be made because the woman does not have earned income."
Nicotine has a stimulant effect and therefore is addictive. The addictive effect is noticable in people who still smoke cigarettes even though they are aware of the very real dangers of lung cancer induced by lengthy cigarette smoking.
Answer:
She will have $16,772.59 more in the second investment.
Explanation:
Giving the following information:
Recently she received an inheritance of $54,000 from her grandmother's estate. She plans to use the money for the down payment on a home in ten years when she finishes her education.
We need to use the following formula:
FV= PV*(1+i)^n
First savings account:
FV= 54,000*(1+0.04)^10= $79,933.19
Second investment:
FV= 54,000*(1+0.06)^10= $96,705.78
She will have (96,705.78 - 79,933.19) $16,772.59 more in the second investment.
