Thank you for posting your question here at brainly. I hope the answer will help you. Feel free to ask more questions.
Below are the choices that can be found from other sources:
<span>1.Taxation
2.e-commerce
3.physical places of business
4. Stock market
</span>
I think the answer should be e-commerce
I believe the question you're asking is cut off...
Answer:
C)
Explanation:
Based on the information provided within the question in this case Rochelle does not have a claim for sexual harassment because her claim would be based on one isolated incident that is not serious enough to warrant undue concern. This is the case since Henry has not made a single advancement towards Rochelle since she declined his date.
Answer:
EAW = -$17,545.71
Explanation:
initial investment = $200,000
cash inflows;
- Year 1 = $33,000
- Year 2 = $44,000
- Year 3 = $55,000
- Year 4 = $66,000
- Year 5 = $77,000
- Year 6 = $88,000
- Year 7 = $99,000
- Year 8 = $110,000
- Year 9 = $132,000
cash outflows:
- Year 1 = $20,000
- Year 2 = $30,000
- Year 3 = $40,000
- Year 4 = $50,000
- Year 5 = $60,000
- Year 6 = $70,000
- Year 7 = $80,000
- Year 8 = $90,000
- Year 9 = $100,000
EAW = equivalent annual worth = equivalent annual benefits - equivalent annual costs
to determine the EAB we must first find the PV of the cash inflows using a financial calculator = $408,348.84
EAB = (PV x r) / [1 - (1 + r)⁻ⁿ] = ($408,348.84 x 10%) / [1 - (1 + 10%)⁻⁹] = $70,905.91
to determine the EAC we must first find the PV of the cash outflows (including initial outlay) using a financial calculator = $509,395
EAC = (PV x r) / [1 - (1 + r)⁻ⁿ] = ($509,395 x 10%) / [1 - (1 + 10%)⁻⁹] = $88,451.62
EAW = $70,905.91 - $88,451.62 = -$17,545.71
Answer:
The price of the bond is closest $101.36
Explanation:
It is noteworthy that a rational investor pays for a bond today the cash flows derivable from the bonds in future discounted to today's terms.
The future cash flows comprise of the yearly coupon interest of $5.5(5.5% *$100) for 3 years as well as the repayment of the principal $100 at the end of year 3.
To bring the cash inflows today's term, we multiply them them by the discounting factor 1/(1+r)^N , where is the yield to maturity of 5% and N is the relevant the cash flow is received.
The discounting is done in attached spreadsheet leading $ 101.36 present value today.
