Part I1: On Normal Distribution. Attach the descriptive statistics obtained through jamovi in the space provided below. Suppose X represents the random variable chosen, solve the following. The value of the and 0 must be obtained from jamovi. (15 points): Data Set No: 22 M =1.50 NIV a. If z =2.90, then x = d. Which score marks the lower 20% of the population? 8:54 PM No: 22 ROT: LE .I | 183 A 89 M = 1.50 O = 0.23 a. If z = 2.90, then X = _ d. Which score marks the lower 20% of the population? b. P ( X > / + 2) =_ e. Which score marks the middle 80% of the population? c. If P (X H + 2) = _ e. Which score marks the middle 80% of the population? c. If P (X