Answer:
Step-by-step explanation:
Changing the standard deviation and the mean affects the normal distribution in the following ways:
Mean: Shifting the mean of a normal distribution moves the entire curve along the x-axis. If the mean increases, the curve shifts to the right, and if the mean decreases, the curve shifts to the left.
Standard Deviation: Changing the standard deviation affects the spread of the curve. A larger standard deviation results in a wider and flatter curve, while a smaller standard deviation leads to a narrower and taller curve.
In summary, adjusting the mean shifts the entire distribution, while changing the standard deviation alters the spread or variability of the distribution.
