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kiruha [24]
2 years ago
15

Read this prompt. create a multimedia presentation about clothing and waste. use research and evidence to support your opinion.

use persuasive techniques and a variety of visual aids in your presentation. what is an effective claim for this prompt? people prefer to buy new clothing rather than repurpose old clothing. purchasing used clothing is an effective way to conserve resources. upcycling, or remaking old clothing so that it is new again, takes a great deal of creativity and talent. much of the clothing people give away never makes it to another person and ends up in a landfill or an incinerator.
Business
2 answers:
slava [35]2 years ago
7 0

Answer:

What is an effective claim for this prompt?

People prefer to buy new clothing rather than repurpose old clothing.

B) Purchasing used clothing is an effective way to conserve resources.

Upcycling, or remaking old clothing so that it is new again, takes a great deal of creativity and talent.

Much of the clothing people give away never makes it to another person and ends up in a landfill or an incinerator.

Explanation:

ITS B TRUST

kotykmax [81]2 years ago
6 0

One effective claim that the prompt makes is that purchasing used clothing is an effective way to conserve resources.

<h3>What is the benefit of purchasing used clothes?</h3>

When we purchase used clothes, it means that there will be less people buying new clothes.

This would lead to clothing manufacturers producing less clothes which means that resources would then be conserved due to the reduced number of new clothing.

Find out more on conservation methods at brainly.com/question/7043978.

#SPJ4

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Answer and Explanation:

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For 1st year:

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($48.41 + $0.69 - $43.43) / $43.43  = 0.130

For 3rd year

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For 4th year:

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For 5th year

($52.33 + $0.85 - $45.41) / $45.41 = 0.171

For 6th year

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Arithmetic Return = Sum of all return / Total number of return

= [0.130 + 0.199 + (-0.194) + 0.171 + 0.191] / 5

Arithmetic Return = 9.96% Geometric Return = [(1+r1)(1+r2)(1+r3)(1+r4)(1+r5)] ^ {(1/5)}-1

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Geometric Return = 1.0880 - 1

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