keph
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The two-way frequency table represents data from a survey asking a random sampling of people whether they can see the sunrise or sunset from the front of their home.



Which is the joint relative frequency for the people who can only see the sunset?

A) 5/38

B) 7/38

C) 12/38

D) 14/38

The twoway frequency table represents data from a survey asking a random sampling of people whether they can see the sunrise or sunset from the front of their h class=

Respuesta :

frika

This table tells you that among 38 people:

- 14 can see sunset and sunrise;

- 12 can see sunset, but can't see sunrise (or can only see the sunset);

- 7 can see sunrise, but can't see sunset (or can only see the sunrise);

- 5 cannot see both sunset and sunrise.

Therefore, the joint relative frequency for the people who can only see the sunset is [tex] \dfrac{12}{38} [/tex].

Answer: correct choice is C.

MrRoyal

The joint relative frequency for the people who can only see the sunset is (c) 12/38

When the two-way frequency table is interpreted, we have:

  • A total of 38 people are surveyed
  • 12 people can see the sunset and not the sunrise

The 12 people represents the number of those that can only see the sunset

So, the joint relative frequency is:

Joint = 12/38

Hence, the true option is (c)

Read more about joint relative frequency at:

https://brainly.com/question/20744563

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