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The two-way table below displays demographic data for the passengers aboard the Titanic.
(Man, Woman, Child, Total)
First class (175, 144, 6, 325)
Second class (168, 93, 24, 285)
Third class (462, 165, 79, 706)
Total (805, 402, 109, 1316)
Given that a passenger selected at random was a child, find the probability that the passenger traveled in the
third class.

Respuesta :

amna04352

Answer:

0.7248

Step-by-step explanation:

Total children:

6 + 24 + 79 = 109

Children in 3rd class: 79

P(3rd/child) = 79/109

= 0.7247706422

Probability is defined as the calculation of an event to occur in the given observations.

Given:

Children in First Class = 6

Children in Second Class = 24

Children in Third Class = 79

Total Children = [tex]79 + 24 + 6[/tex] = [tex]109[/tex]

To calculate the number or chance that a child traveled in third class will be:

Probability = [tex]\dfrac{79}{109}[/tex]

Probability = 0.72

Thus, the chances of a child traveled in third class is 0.72.

To know more about probability, refer to the following link:

https://brainly.com/question/743546

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