in exercises 1 and 2, use the two - way table to make another two - way table that shows the joint and…

Explanation:

Step1: Calculate joint relative frequencies

Joint relative frequency = $\frac{\text{Cell - value}}{\text{Grand - total}}$. For example, for male and regular surfing style in the first table, the joint relative frequency is $\frac{86}{205}$. Calculate all cell - values in this way.

Step2: Calculate row - marginal relative frequencies

Row - marginal relative frequency = $\frac{\text{Row - total}}{\text{Grand - total}}$. For the male row in the first table, the row - marginal relative frequency is $\frac{110}{205}$. Calculate for all rows.

Step3: Calculate column - marginal relative frequencies

Column - marginal relative frequency = $\frac{\text{Column - total}}{\text{Grand - total}}$. For the regular surfing style column in the first table, the column - marginal relative frequency is $\frac{163}{205}$. Calculate for all columns.

First table (Surfing Style):

	Regular	Advanced	Total
Male	$\frac{86}{205}\approx0.42$	$\frac{24}{205}\approx0.12$	$\frac{110}{205}\approx0.54$
Female	$\frac{77}{205}\approx0.37$	$\frac{18}{205}\approx0.09$	$\frac{95}{205}\approx0.46$
Total	$\frac{163}{205}\approx0.80$	$\frac{42}{205}\approx0.20$	$1$

Second table (Fishing and Hunting Licenses):

	Yes	No	Total
Yes	$\frac{65}{620}\approx0.105$	$\frac{37}{620}\approx0.06$	$\frac{102}{620}\approx0.165$
No	$\frac{177}{620}\approx0.285$	$\frac{341}{620}\approx0.55$	$\frac{518}{620}\approx0.835$
Total	$\frac{242}{620}\approx0.39$	$\frac{378}{620}\approx0.61$	$1$