Featured
- Get link
- X
- Other Apps
Determine Whether The Graph Can Represent A Normal Curve
Determine Whether The Graph Can Represent A Normal Curve. Yes, because the graph satisfies all of the criteria for a. The other graph represents a normal distribution with mean u = 15 and standard deviation o = 3.

Determine whether the following graph can represent a normal curve could the graph represent a normal curve? Therefore, the normal curve is symmetric about the mean determine whether the following graph can represent a normal density function. Then function $\varphi$ on the graph not normal curve.
Now, This Is Not Acceptable.
So the property is a phenomenal are violated. Select all that apply a. Okay, so what is the graph that is given to us in this case?
Yes, Because The Graph Satisfies All Of The Criteria For A.
No, because the graph has a single peak. Select all that apply a. Yes, because the graph may not satisfy all of the criteria for a normal curve, but it satisfies at least one of the criteria b.
If It Cannot, Explain Why.
š¬ š we’re always here. No, because the graph has a single peak. A x could the graph represent a normal curve?
Determine Whether The Graph Can Represent A Normal Curve.
No, because the graph is symmetric about its mean. We can see that this graph can represent a normal of this graph can represent a normal course. Now, what is the problem with this graph?
No, Because The Highest Point Of The Graph Occurs At The Mean.
The normal curve is a symmetric distribution with one peak, which means the mean, median, and mode are all equal. No, because the highest point of the graph does not. Yes, because the graph satisfies all of the criteria for a normal curve.
Comments
Post a Comment