You perform a hypothesis test on the claim that the volume in all 12-ounce cans of Fizzy Pop is less than 12 ounces. In terms of the possible conclusions of this hypothesis test, choose the appropriate description of a Type I and Type II error. (a) If you make a Type I error, then which of the following is true? O You don't conclude the mean volume in all cans is less than 12 ounces when in fact, the mean volume is less than 12 ounces. O You conclude that the mean volume is 12 ounces when it isn't. O You conclude the mean volume in all cans is less than 12 ounces when that is not true. (b) A Type II error occurs when which of the following is true? O You conclude the mean volume in all cans is less than 12 ounces when that is not true. O You conclude that the mean volume is 12 ounces when it isn't. O You don't conclude the mean volume in all cans is less than 12 ounces when in fact, the mean volume is less than 12 ounces. (c) What is the probability of a Type I error if the significance level is a? O1 -a O 2a O 1 - 2a O a