The answer is “Bond Maturity Date”.
Answer:
I would say B would be the best answer.
Explanation:
You shouldn't try to push it onto yourself to fix, the owner/manager to fix the problem!
Answer:
Jillian
What Jillian should ideally do is:
a. Contribute 1650 in a Roth IRA, and 1350 In her company’s 401(k) plan.
Explanation:
a) Data and Calculations:
Salary = $45,000
401(k) = 3% of $45,000 = $1,350
Employer's match to the 401(k) = $1,350 (100%)
Savings affordable = $3,000
b) Jillian can contribute to Roth IRA and her company 401(k) which her company will also match 100%. Her contributions to both funds are within the allowed limits. In 2020, the allowed limit of 401(k) plan is $19,500 while that of Roth IRA is $6,000.
Answer:
2.96% will be effective rate of the investment
Explanation:
First year:
1,000 x 1 + 10%) = 1,100
<em><u>Second year: </u></em>
1,100 + 3,000 = 4,100 invesmtent balance
4,100 x (1 - 5%) = 3,895
<em><u>Third year:</u></em>
3,895 + 2,000 = 5,895
5,895 x (1 + 2%) = 6012.9
<em><u>Fourth year:</u></em>
6012.9 + 500 = 6512.9
6,512.9 x (1+ 8%) = 7033.932
We calcualte rate that is equivalent with the following cash flow:
We solve using excel goal seek
0.029646151
Answer:
16.27%
Explanation:
Given that,
Equity multiplier = 1.27
Total asset turnover = 2.10
Profit margin = 6.1 percent
Here, the return on equity is calculated by multiplying profit margin, asset turnover and equity multiplier.
Return On Equity:
= (Profit margin) × (Asset turnover) × (Equity multiplier)
= (0.061) × (2.10) × (1.27)
= 0.1627
= 16.27%
