Choices Frequency Relative Frequency (%) Baseball 15 ? Football 26 ? Soccer 18 ? Volleyball 11 ? Swimming 23 ? After gathering the data and completing the table, the third most liked sport has a relative frequency of [Response]%.

Answer 1

To calculate the relative frequency of each sport, we need the total frequency first.

Total Frequency = Baseball + Football + Soccer + Volleyball + Swimming = 15 + 26 + 18 + 11 + 23 = 93

Now we can calculate the relative frequency for each sport:

Relative Frequency of Baseball = Baseball Frequency / Total Frequency = 15 / 93 ≈ 0.1613 = 16.13%

Relative Frequency of Football = Football Frequency / Total Frequency = 26 / 93 ≈ 0.2796 = 27.96%

Relative Frequency of Soccer = Soccer Frequency / Total Frequency = 18 / 93 ≈ 0.1935 = 19.35%

Relative Frequency of Volleyball = Volleyball Frequency / Total Frequency = 11 / 93 ≈ 0.1183 = 11.83%

Relative Frequency of Swimming = Swimming Frequency / Total Frequency = 23 / 93 ≈ 0.2473 = 24.73%

From the given data, we can see that the third most liked sport is soccer with a relative frequency of 19.35%.

Answer 2

incorrect

Answer 3

Apologies for the previous error.

To find the third most liked sport, we need to rank the sports based on their frequencies:

1. Football - 26
2. Swimming - 23
3. Soccer - 18
4. Baseball - 15
5. Volleyball - 11

The third most liked sport is soccer with a frequency of 18.

Now we can calculate the relative frequency for each sport:

Relative Frequency of Baseball = 15 / 93 ≈ 0.1613 = 16.13%
Relative Frequency of Football = 26 / 93 ≈ 0.2796 = 27.96%
Relative Frequency of Soccer = 18 / 93 ≈ 0.1935 = 19.35%
Relative Frequency of Volleyball = 11 / 93 ≈ 0.1183 = 11.83%
Relative Frequency of Swimming = 23 / 93 ≈ 0.2473 = 24.73%

Therefore, the third most liked sport, soccer, has a relative frequency of approximately 19.35%.