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vaieri [72.5K]
2 years ago
14

All of the following are reasons why companies are slow to adopt sustainable practices that are better for the environment EXCEP

T__________.
Business
1 answer:
serg [7]2 years ago
3 0

Reasons why companies are slow to adopt sustainable practices that are better for the environment EXCEPT----The universal adoption of the Kyoto protocol.

Sustainable practices:

are the processes services employ to maintain the qualities that are valued in the physical environment. Living sustainably is about living within the means of natural systems (environment) and ensuring that our lifestyle doesn't harm other people.

What is Kyoto Protocol explain?

The Kyoto Protocol, also known as the Kyoto Accord, is an international treaty among industrialized nations that sets mandatory limits on greenhouse gas emissions. The greenhouse effect is the warming effect of the sun on greenhouse gases, such as carbon dioxide, that act to trap this heat in our atmosphere

The question is incomplete .Missing options are given below:

  • CEO compensation is tied to stock performance
  • it is difficult to get an accurate cost on the impact of climate change
  • the universal adoption of the Kyoto Protocol
  • US investors are less concerned about the environment and climate change than those in Europe

Learn more about Kyoto protocol:

brainly.com/question/19309543

#SPJ4

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Compute the future value of $10,000 at an 12 percent interest rate 15, 20, and 30 years into the future. what would the future v
Anestetic [448]
Future value 
F=P(1+i)^n
where 
P=present value=10000
i=annual interest rate
n=number of years={15,20,30}


At 12% interest rate, i=0.12,
After 15 years,
F=P(1+i)^15=10000(1.12)^15=54735.66
After 20 years, 
F=P(1+i)^20=10000(1.12)^20=96462.93
After 30 years, 
F=P(1+i)^20=10000(1.12)^30=299599.22

At 6% interest rate, i=0.06,
After 15 years, 
F=P(1+i)^15=10000(1.06)^15=23965.58
After 20 years, 
F=P(1+i)^20=10000(1.06)^20=32071.35
After 30 years, 
F=P(1+i)^20=10000(1.06)^30=57434.91

The results show clearly the power of compounding increases drastically with time.
6 0
3 years ago
Question Workspace Check My Work You have savings of $100. You plan to save another $100 at the beginning of each year for 5 yea
kolezko [41]

Answer:

Total sum due after 5 years = $2,626.9

Explanation:

The sum of 100 that is invested per period(quarterly)for certain number of period is referred is referred  to as an annuity. The total sum that the investment would worth after if interest rate is compounded quarterly for the investment period is referred to as the future value of annuity.

The total sum due can be computed in two stages. The first is to determined how much the annuity investment would worth after 5 years. And the second is to determine how much the single sum of $100 would worth after 5 years.

This done as follows:

The future Value of annuity is computed using the formula below:

FV = A×( (1+r)^n - 1)/r)× (1+r)

A- periodic cash flow invested

r- interest rate per period

n- number of period

FV = future value

r= 8/4= 2%

n= 5×4= 20

FV= 100×(1.02^20 -1)/0.02)×(1.02)= 2478.3

Step 2 : The future value of the value of the Initial lump sum of $100 already existing

FV= A× (1+r)∧n

= 100×(1.02)^20 =148.59

The sum due after the end of the investment period =

2478.3 + 148.59=$2,626.9

Total sum due after 5 years = $2,626.9

7 0
3 years ago
Bianca took out a $2,600 unsubsidized Stafford loan. She will be attending school for four years, and she wishes to have the loa
Gwar [14]

Interest capitalization is defined as the unpaid interest when added to the principal amount of the loan. It increases the overall cost of the loan.

Bianca will have to pay $13.43 monthly to avoid interest capitalization.

Given that:

Principal value of loan = $2600

Maturity Time = 10 years = 120 months  

Interest rate = 6.2% = 0.062

Now, to find the amount of payment by using the formula:

\rm Payment&=\rm \dfrac{Rate\times Principal}{1-(1+rate)^{time}}\\\\\\\rm Payment&=\rm\dfrac{0.062 \times 2600}{1-(1+rate)^{120}}\\\\\rm Payment &= \rm \161.32

Total payment that is to be paid in 1 year:

\rm Monthly\; Payment &=\rm\dfrac{161.32}{12}&= \$13.43

Thus, the payment that Bianca has to pay is  $13.43.

To know more about interest capitalization, refer to the following link:

brainly.com/question/417585

3 0
2 years ago
Lockheed Martin is increasing its booster thrust power in order to win more satellite launch contracts from European companies i
Valentin [98]

Answer:

Lockheed Martin needs to make $3,476,250 per year (during 8 years) to cover their costs and investment required for the project if their MARR is 12%.

Explanation:

required investment -$13,000,000

operating costs per year = -$900,000

8 years useful life, salvage value of $500,000

to calculate the annual worth we need to determine capital recovery of the project:

capital recovery = [-$13,000,000 x annuity factor PV (A/P, 12%, 8)] + [$500,000 x annuity factor (A/F, 12%, 8)] = (-$13,000,000 x .2013) + ($500,000 x .0813) = -$2,616,900 + $40,650 = -$2,576,250

this means that Lockheed Martin would need to earn $2,576,250 during 8 years just to recover their investment.

since the company will also incur in yearly operating costs, they must include them to determine the total annual worth of the project:

annual worth = -$2,576,250 - $900,000 = -$3,476,250

5 0
3 years ago
Firms consider pursuing various ______ as part of their overall growth strategies.
Over [174]

Firms consider pursuing various <u>market segments</u> as part of their overall growth strategies.

<h3>What are market segments?</h3>

Market segments are the groups into which a market can be divided based on the common characteristics of the consumers.

The major market segments are based on:

  • Demographic
  • Psychographic
  • Behavioral
  • Geographic segmentation.

The purpose of creating market segments is to reach out easily to each group based on their requirements.

Thus, to enhance growth, firms embark on market segmentation.

Learn more about market segmentation at brainly.com/question/21310222

#SPJ1

4 0
2 years ago
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