Z score help

Question

Find the z score such that the z score lies to the right of the mean and the area between it and the mean is 0.4599

Answer 1

You can use either a Z table or technology like Microsoft Excel to convert the given probability/area over into a Z score value!

When I do that I find that the corresponding value in the table that goes with probability = (0.50 + 0.4599) = 0.9599 is Z = 1.75.

Meaning that the Z score that lies to the right of the mean and has an area of 0.4599 between it and the mean is 1.75.