Answer:
As the mean of a normal distribution increases, the graph of the normal curve slides to the right. Therefore, option B is the correct answer.
This is because the mean of a normal distribution represents the center of the distribution. As the mean increases, the center of the distribution shifts to the right. This means that the values on the right side of the distribution become more probable, and the values on the left side become less probable. This causes the normal curve to slide to the right.
It's worth noting that changing the mean does not affect the shape or spread of the normal curve. The shape and spread of the curve are determined by the standard deviation. If the standard deviation is large, the curve will be wider and flatter, and if the standard deviation is small, the curve will be narrower and taller.