Question

Consider a $F-$curve with $df=(2,14)$

Find the $F-$value with area $0.05$ to its right.

Short answer

It is observed from the output that the value with area $0.05$ to its right is$3.739$.

Step-by-step solution

Given information

The given $F-$curve has

$df=(2,14)$.

Explanation

The procedure in MINITAB is as follows,

1. Choose Graph $>$Probability Distribution Plot $>$Choose View Probability $>$OK.

2. From Distribution, Choose $F$.

3. Enter Numerator $df$as $2$and Denominator $df$as $14$.

4. Choose Probability Value and enter the value as $0.05$.

5. Click OK.

The output from MINITAB is as follows,

It is observed from the output that the $F$value with area $0.05$to its right is$3.739.$