Summary notes: . The whole curve is 100% of the data. . The "critical region" is where the "rare values" start in the tails of the curve. . The 2.5% on the left and the 2.5% on the right equal up to our set alpha of 5% which is noted as a proportion... .05 . Any result that falls within the critical regions would be smaller than 5% of the whole curve (because we'd 1354 add together those two tails). -1 . Our p-value is what we want to be less than .05, and Standard Deviations if it is, the result is considered statistically significant. For each p-value below, indicate the formal generic conclusion (noting "significant" or "not significant") as well as a conclusion in context (i.e., "reject the null" or "fail to reject the null"). (a) p-value of 004 ANSWER: (b) p-value of .02 ANSWER: (c) p-value of .06 ANSWER: (d) Which of the result(s) given in items "a" through "c" would be significant if the researcher set the alpha level at 1 rather than 5%