Respuesta :

The relative frequency is calculated as the quotient between the absolute frequency of a class and the sample size (or sum of all the absolute frequencies).

In this case, the sample size is:

[tex]47+123+175+91+34=470[/tex]

Then, the relative frequency for getting an A is theq quotient between the absolute frequency of A (47) and the sample size (470):

[tex]f_A=\frac{47}{470}=0.1[/tex]

For C is:

[tex]f_c=\frac{175}{470}\approx0.37[/tex]

Answers:

Relative frequency of A: 0.1

Relative frequency of C: 0.37

The total is 470.

The relative frequency of the total is, b y definition, 1 because it is N/N=470/470=1.

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