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A researcher randomly selects 95 high school students
and asks their handwriting preference and how well
they dance. The two-way table displays the data.
Suppose one of the students is randomly selected. Let
B = the student prefers writing in block letters and F =
the student's dancing skills are fair.

A researcher randomly selects 95 high school students and asks their handwriting preference and how well they dance The twoway table displays the data Suppose o class=

Respuesta :

Answer: i think the answer is option D.

Step-by-step explanation:

17/38= 0.45 and you are determining by block

The correct value and the interpretation of P(B|F) is P(B|F) = 0.45; given that the student has fair dancing skills, there is a 0.45 probability that they prefer to write with block letters.

Calculation of the correct value:

The value of  P(B|F) can be like

[tex]= n(B\ and\ F) \div n9F)\\\\= 17\div 38[/tex]

= 0.45

Hence, we can say that The correct value and the interpretation of P(B|F) is P(B|F) = 0.45; given that the student has fair dancing skills, there is a 0.45 probability that they prefer to write with block letters.

Learn more about probability here: https://brainly.com/question/15783859