Question

In this problem, consider an F-curve with $df=(2,14)$.

Identify the degrees of freedom for the denominator.

Short answer

The degree of freedom for the denominator is$14$

Step-by-step solution

Given Information

$df=(2,14)$

The F-distribution, like the chi-squared distribution, is a skewed probability distribution. The F-distribution, on the other hand, works with several levels of events with varying degrees of freedom, whereas the chi-squared distribution only deals with one set of variables.

Explanation

instead of having one degree of freedom, an F-curve has two.

Degrees of freedom for the numerator is the first number of degrees of freedom for an F-curve, while degrees of freedom for the denominator is the second.

Given the fact that $df=(2,14)$

The second number in the supplied df is$14$.