HELP NEEDED ASAP

250 students were surveyed about their favorite sports. The data was categorized by
gender.
25 female students liked soccer, 36 of the 72 that like football are male, 26 of the 139 males
prefer baseball and of the 63 that prefer basketball, 18 are female.

Part A: What is the joint frequency for females that like basketball?
• 25
• 36
• 32
• 111

Part B: What percentage of females like football?
• 32.4%
• 50%
• 28.8%
• 44.4%

Part C: Joe says that the percentage of males who like soccer is the same percentage of females who like soccer. Is he correct? Explain.

•He is incorrect because of the number of females and males who like soccer is different (she rounded to the nearest whole number.)
•He is correct because the probability of choosing soccer is 25% for males and female.
•He is incorrect because more males like soccer.
•He is correct because the conditional probabilities of liking soccer are the same (when rounded to the nearest whole number.)

A) 32 students

B) 50%

C) He is incorrect because more males like soccer.

Step-by-step explanation: Given that the

Total number of students = 250

Total number of male = 139

Total number female =

250 - 139 = 111

Also, it is given that 36 of the 72 that like football are male

Female = 72 - 36 = 36

Total number of female = S + B + F + b

Where B = baseball

111 = 25 + B + 36 + 18

111 = 79 + B

B = 111 - 79

B = 32 students

Part B: What percentage of females like football?

%female=female/total students×100

= 36/72 × 100

= 1/2 × 100

= 50%

Part C: Joe says that the percentage of males who like soccer is the same percentage of females who like soccer. Is he correct? Explain.

The total number for baseball is

26 + 32 = 58 students

Total number of students for soccer will be

Total students = S + B + F + b

250 = S + 58 + 72 + 63

250 = S + 193

S = 250 - 193

S = 57 students

Number of Male students who like soccer = 57 - 25 = 32

Percentage of males who like soccer = male/total students × 100

= 32/57 × 100

= 56%

Percentage of males who like soccer = male/total students × 100

= 25/57 × 100

= 44%

Therefore, he is incorrect because more males like soccer.

what golf ball

step-by-step explanation:

true

step-by-step explanation: