Question

Males and females (ages 13–18) were surveyed to choose a favorite free-time activity: playing computer games, listening to music, or watching movies/TV. The survey showed the following frequencies:
Females—playing computer games: 4; music: 20; watching movies/TV: 16 Males—playing computer games: 15; music: 12; watching movies/TV: 13

Which of the following is a correct two-way frequency table for the data?

Answer 1

 Gender  |  Games| Music | Movies/TV |
Female   |   4         | 20      |   16
Male       | 15         | 12      |   13
Total       | 19         |  32     |   29


Something like that :)

Answer 2

Answer:

The required two-way frequency table for the data is attached below.

Step-by-step explanation:

The given data represents the Males and females (ages 13–18) who choose favorite free-time activity: playing computer games, listening to music, or watching movies/TV .

It relative frequency table first row represents the name of activities and first column represents the gender.

From the given data we can say that,

Females—playing computer games = 4

Females—music = 20

Females— watching movies/TV = 16

Total number of females is

$4+20+16=40$

Males—playing computer games = 15

Males—music = 12

Males— watching movies/TV = 13

Total number of males is

$15+12+13=40$

Total number of males and females who like computer games is

$4+15=19$

Total number of males and females who like music is

$20+12=32$

Total number of males and females who like watching movies/TV is

$16+13=29$

Therefore the required two-way frequency table for the data is attached below.