Hello, can you answer this problem for me. Thanks so much.

216vib sl= Short answer and calculation probie 21. (30 points) At a high school debate tournament, half of the teams were asked to wear suits and ties and the rest were asked to wear jeans and t-shirts. The wins and losses according to attire are given in the table below. Using a = 0.05, test the hypothesis that the proportion of wins is the same for teams wearing suits as for teams wearing jeans. Win Loss Suit 14 28 T-shirt 28 22 ers SE olEM BE.1 ES. 1 18 olsmal Ho: Winning is independent of attire. .08 = mobssil 10 2597gob omuzzA :stol Ha: Winning and attire are related. Test statistic: x2 = 3.8573, df = 1, p-value = 0.04953 bigos To 19dmun ogs19VB or 2901 - noisesup or 19wanA . A :moldon orslummol A. Calculate the expected cell count for the first cell (Suit/Win). :noitwlugo9 : algmun 2 B. Calculate the chi-squared contribution for the first cell (Suit/Win). :enoitibno) weivest C. State the decision and write out the Draw Conclusion statement. :enoitsluols) slugsxa D. The given p-value is exact to 4 decimal places. Would the result change if we use our tables? :noizulono) will E. The x2 test only rejects Ho or fails to reject it. How would we quantify a specific relationship, i.e. get more than a yes or no answer? Don't do calculations, just state the procedure and the parameter(s). wod sgeisys no - noisesup ord) 10 7 . 8 tenoilsluols sitosx What are the conditions to be reviewed in the second step of the FRED technique