properties of normal curve
Answers
Answered by
6
The Normal distribution F(x) with any mean u and any positive deviation has the following properties. It is symmetric around the point which is the same time the mode The median and the mean of the distribution and it divides the Data in Half.
GurleenDhillon:
Wlcm
Answered by
16
A normal distribution curve is used for estimations of probabilities for desired events related to a large data collection.
1. Normal distribution curve is symmetrical about the mean of the data.
2. Mean , Mode, Median are all same.
3. The total area under the curve is 1.
4. Probability density : p(x) = 1/√2π * exp(-x²/2)
5. Its value at X = x, gives the probability that a random variable X = x.
1. Normal distribution curve is symmetrical about the mean of the data.
2. Mean , Mode, Median are all same.
3. The total area under the curve is 1.
4. Probability density : p(x) = 1/√2π * exp(-x²/2)
5. Its value at X = x, gives the probability that a random variable X = x.
click on red heart thanks above pls
Similar questions