Technology today affects every single aspect of modern society. In fact, there isn’t an industry out there that hasn’t been affected by the hi-tech revolution.
Whether we are talking about transportation, communication, security, banking or healthcare, they all rely on technology in one way or another.
But nowhere is this immense impact more apparent than in the field of medicine and healthcare.
Technological breakthroughs are revolutionizing the way healthcare is being delivered.Modern technology has changed the structure and organization of the entire medical field.
From widespread adoption of electronic medical records, to advances in bio-medical engineering and technology, modern healthcare and its delivery methods are changing at an ever increasing rate. But what impact will these changes have on medicine and overall care delivery?
Answer: price, reviews of the product, and the overall quality of the item.
Explanation:
Answer:
Incremental Income =$8,000
Explanation:
<em>In order to carry out an incremental analysis, only relevant cash flows should be considered.</em>
<em>The relevant cash flows from accepting the special order are </em>
- <em>the variable costs </em>
- <em>sales revenue at the offer price of $14</em>
- <em>Extra shipping cost</em>
Please, note that the fixed costs are not relevant for this decision. Simply because they would be incurred either way and that are not completely traceable to this product.
Incremental income
Incremental income = (offer selling price - variable cost) × units
= 14 - (12 + 1) × 8000 =$ 8000
Incremental Income =$ 8,000
Answer,: SOLUTION: a. PV2016= DIV2017/ (1 + r) + DIV2018/ (1 + r)2+ DIV 2019 / (1 + r ) 3 + DIV 2020 / (1 + r ) 4 + DIV 2021 / (1 + r ) 5 + (DIV 2021 / r) / (1 + r ) 5 PV 2016 = $0 / 1.09 + $1 / 1.09 2 + $2 / 1.09 3 + $2.3 / 1.09 4 + $2.6 / 1.09 5 + ($2.6 / .09) / 1.09 5 PV 2016 = $24.48 million b. Price per share 2016 = PV 2016 / number of shares Price per share 2016 = $24.48 / 12 Price per share 2016 = $2.04 c. Based on $1million of net income for 2016: P/E 2016 = $24.48 / $1 = 24.48 The PV of the cash flows at various points in time are as follows: PV 2017 = $1 / 1.09 + $2 / 1.09 2 + $2.3 / 1.09 3 + $2.6 / 1.09 4 + ($2.6 / .09) / 1.09 4 PV 2017 = $26.68 PV 2018 = $2 / 1.09 + $2.3 / 1.09 2 + $2.6 / 1.09 3 + ($2.6 / .09) / 1.09 3 PV 2018 = $28.09 PV 2019 = $2.3 / 1.09 + $2.6 / 1.09 2 + ($2.6 / .09) / 1.09 2 PV 2019 = $28.61 PV 2020 = $2.6 / 1.09 + ($2.6 / .09) / 1.09 2 PV 2020 = $28.89 PV 2021 = $2.6 + ($2.6 / .09) / 1.09 PV 2021 = $28.89
Explanation:
Answer:
real rate of return = 4.77%
Explanation:
you purchased the bond at $810 with 14 years to maturity
now, 1 year later the bond's price is:
- PV of coupon payment = $1,000 / 1.11¹³ = $257.51
- PV of coupon payments = $80 x 6.7499 (PV annuity factor, 11%, 13 periods) = $539.99
market value = $797.50
total nominal returns = $80 (coupon payment) + ($797.50 - $810) = $67.50
the real rate of return = {[1 + ($67.50/$810)] / (1 + 3.4%)} - 1 = 4.77%
