Question

Over the past year, 20% of the players at Pine Creek golf course were women. In an effort to attract more women golfers, Pine Creek implemented a special promotion designed towards women. One month after the promotion was implemented a random sample of golfers taken (sample below). At a 1% level of significance does the sample provided evidence of a difference in women golfers since the implementation of the promotion?

Pine Creek Golf Club Player Gender Sample
Male	Male	Male	Male	Male	Female	Male	Male	Male	Male	Male
Male	Female	Male	Male	Female	Male	Male	Female	Male	Male	Male
Male	Female	Female	Female	Female	Male	Female	Male	Male	Female	Male
Male	Male	Male	Male	Female	Female	Female	Male	Male	Male	Male
Male	Male	Male	Male	Male	Male	Female	Male	Male	Male	Male
Male	Male	Female	Male	Male	Female	Female	Male	Male	Male	Male
Female	Female	Female	Female	Male	Male	Male	Male	Female	Male	Male
Female	Male	Male	Male	Female	Male	Female	Female	Male	Male	Female
Female	Male	Male	Male	Female	Male	Male	Male	Female	Male	Male
Female	Male	Male	Female	Male	Male	Female	Female	Male	Male	Male
Male	Male	Male	Male	Male	Male	Male	Male	Male	Male	Male
Female	Male	Male	Male	Male	Male	Male	Female	Female	Male	Female
Male	Female	Male	Male	Male	Male	Male	Male	Male	Male	Male
Female	Male	Male	Male	Male	Female	Male	Male	Male	Male	Male
Male	Female	Female	Male	Male	Male	Male	Male	Male	Male	Male
Male	Male	Male	Female	Male	Male	Male	Male	Male	Female	Male
Male	Male	Male	Female	Male	Male	Male	Female	Female	Male	Female
Male	Male	Female	Female	Female	Male	Male	Male	Female	Male	Female
Male	Male	Female	Female	Female	Male	Male	Male	Male	Male	Male
Female	Male	Female	Male	Male	Male	Female	Male	Male	Male	Male
Male	Male	Male	Male	Male	Male	Male	Male	Male	Male	Female
Male	Male	Male	Male	Female	Male	Male	Male	Male	Female	Male
Male	Male	Female	Female	Female	Male	Female	Female	Male	Male	Female

BLANK #1: Is this a question involving mean or proportion? ***ANSWER "MEAN" OR "PROPORTION" (WITHOUT THE QUOTATION MARKS)***

BLANK #2: Which type of distribution should be used to calculate the probability for this question? ***ANSWER "NORMAL", "T", OR "BINOMIAL" (WITHOUT THE QUOTATION MARKS)***

BLANK #3: Which of the following options are the appropriate hypotheses for this question: ***ANSWER WITH THE CORRECT LETTER, WITHOUT ANY QUOTATION MARKS OR BRACKETS***

A) H₀: μ = 20% H₁: μ > 20%

B) H₀: μ = 20% H₁: μ < 20%

C) H₀: μ = 20% H₁: μ ≠ 20%

D) H₀: p = 20% H₁: p > 20%

E) H₀: p = 20% H₁: p < 20%

F) H₀: p = 20% H₁: p ≠  20%

BLANK #4: What is the p-value of this sample? ***ANSWER TO 4 DECIMALS, BE SURE TO INCLUDE LEADING ZERO, EXAMPLE "0.1234"...NOT ".1234"***

BLANK#5: At a 1% level of significance does the sample provided evidence of a difference in women golfers since the implementation of the promotion? ***ANSWER "YES" OR "NO" (WITHOUT THE QUOTATION MARKS)***

Answer 1