Students in a high school statistics class are investigating the proportion of times a Hershey's Kiss would land flat on the base when tossed in the air. Some students think the proportion is less than 50% and some think the proportion is greater than 50%. To test this claim, the students tossed 80 Hershey's Kisses and determined the proportion of kisses that landed flat on the base. The resulting P-value is 0.0736. What conclusion would you make for the given significance test levels? For both o = 0.01 and a = 0.05, we would fail to reject Ho. There is not O convincing evidence the proportion of times the Hershey's Kiss will land flat on the base is different than 0.50 at either significance level. For only o = 0.05 we would reject Ho. There is convincing evidence the O proportion of times the Hershey's Kiss will land flat on the base is different than 0.50 at a = 0.05, but not at a = 0.01 For both o = 0.01 and a = 0.05, we would reject Ho. There is convincing O evidence the proportion of times the Hershey's Kiss will land flat on the base is different than 0.50 at both significance level For only o = 0.01 we would reject Ho. There is convincing evidence the O proportion of times the Hershey's Kiss will land flat on the base is different than 0.50 201