I would like some assistance with the following probability distribution and statistics exercise

Assume that the diagram represents the Standard Normal Distribution and is roughly drawn to scale. Select the probability that would most likely be the probability of being more than C. B C Select one: O a. 0.4801 O b. 0.0073 C. 0.9927 O d. 0.5199Assume that the diagram represents the Standard Normal Distribution and is roughly drawn to scale. Select the probability that would most likely be the probability of being less than B. C Select one. O a. 0:4801 0 b. 0.5109 0 0. 0.0073 Q d. 0 9927Assume that the diagram represents the Standard Normal Distribution and is roughly drawn to scale. Select the probability that would most likely be the probability of being more than C. C Select one 1 3 0,4301 b. 0.0073 6 0 0 3927 0 0 05190Assume that the diagram represents the Standard Normal Distribution and is roughly drawn to scale. Select the probability that would most likely be the probability of being more than B. C Select one: O a 0.4801 . b. 0.9927 C. D.0073 O d.0.5189The weight of mangoes that a farmer sells per year has a bell-shaped distribution with mean 110kg and standard deviation 50kg. We want to determine the probability that, in a given year, the famer sells at least 175kg of mangoes. Select the probability statement that will yield the probability of interest. Select one: O a. P(X > 174) b. P(X > 175) O c. 1 - P(X S 174) O d. 1 - P(X