cantaloupe 93 16 109\nnot cantaloupe 66 25 91\ntotal 159 41 200\nwhich is the marginal relative frequency…

cantaloupe 93 16 109\nnot cantaloupe 66 25 91\ntotal 159 41 200\nwhich is the marginal relative frequency for the people who do not like cantaloupe?\n$\frac{25}{91}$\n$\frac{66}{200}$\n$\frac{91}{200}$\n$\frac{66}{91}$

cantaloupe 93 16 109\nnot cantaloupe 66 25 91\ntotal 159 41 200\nwhich is the marginal relative frequency for the people who do not like cantaloupe?\n$\frac{25}{91}$\n$\frac{66}{200}$\n$\frac{91}{200}$\n$\frac{66}{91}$

Answer

Explanation:

Step1: Recall marginal relative frequency formula

Marginal relative frequency = $\frac{\text{Row/Column total}}{\text{Grand total}}$

Step2: Identify relevant values

The number of people who do not like cantaloupe (row - total for "Not Cantaloupe") is 91, and the grand total of all people surveyed is 200.

Step3: Calculate marginal relative frequency

The marginal relative frequency for people who do not like cantaloupe is $\frac{91}{200}$

Answer:

$\frac{91}{200}$