1.Assuming we have a uniform distribution, X, between 6 and 16, calculate the probability that a randomly selected data value will be between 9 and 9.

P(9 < x < 9)= [three decimal accuracy]

2.For a standard normal distribution, determine the z-score, z₀, such that P(z > z₀) = 0.0946.

z₀ = [three decimal accuracy]

3. For a normal distribution with = 76 and = 2.4, determine P(x < 75.328). P(x < 75.328) [three decimal accuracy]

4. For a normal distribution with = 61 and = 3.2, determine P(53.32 < x < 67.368).

P(53.32 < x < 67.368) = [three decimal accuracy]