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Brrunno [24]
2 years ago
15

Which conclusion is most reasonable in the following scenario? Justin is a freshman in high school. He has always collected acti

on figures. His uncle and his dad both have huge collections of action figures. It is fun when his uncle shows him what he has added to his collection. Lately, though, Justin has been aware that the cool kids at school do not have these toys in their possession. He stashes his in a drawer when people come over. Justin will rebel against his dad and other relatives. Justin will develop more appropriate interests as he matures. What Justin collects will become less of an issue as he gets older. Justin’s interest in action figures will lead to a career in toy design or costuming.
Health
2 answers:
olya-2409 [2.1K]2 years ago
4 0

all of these scenarios could happen but it most matters what kind of person is Justin what kind of person he is will effect what scenario will play out

yuradex [85]2 years ago
3 0

Answer:

What Justin collects will become less of an issue as he gets older.

Explanation:

In this scenario we see Justin, a boy that is just starting high school and will start making friends. If he sees that the “cool kids” are not interested in this figures, he will start hiding them first, but as time passes he is going to meet new people that will relate to him in many ways; and eventually, he will not feel ashamed of this particular hobby, and he will start opening more to his friends. And if they are real friends, they will be with him no matter what. And he will learn the lesson of what a true friendship means. In the end, the most reasonable conclusion will be that Justin collects will become less of an issue as he gets older.

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Answer:

26dB

Explanation:

The decibel level β is a calculated by 10log (I/Io)

Where I and Io represent sound intensity

From the question, there's no interference. So

Where I = 4Io (because there are 4 men shouting), so the intensity will be 4 times larger.

β = 10log (I/Io)

β = 10log (4Io/Io)

β = 10log 4

β = 6.020599913279623

β = 6 ---- Approximated

The decibel level = 20 + 6.020599913279623

Decibel Level = 26.020599913279623

Decibel level =26dB --- Approximated

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