Answer:
below
Explanation:
Socialism wants to demolish the lives of the young
Answer:
Explanation:
help me on my question then iu help
Answer: Misrepresentation
Explanation:
Doctrine of misinterpretation is defined as misleading statement or something being interpreted in false manner in a negotiation,policy or contract.
According to the question, if Ellen dies because of hepatitis after contract is issued ,then insurer or insurance company can deny the claim based on doctrine of misinterpretation as Ellen misleadingly gave false information about not having hepatitis.
Answer:
Both shyness and birth order
Explanation:
An operational definition is a clear concise and very detailed definition when it is applied for data collection. It is a fundamental need for an operational definition when collecting data. This definition is important when any decision is made about data is correct or not.
It is used at any time when data is collected. The data which is not defined result in an erroneous result. The researcher will assume that who is collecting the data to understand how the task completed. Every person has their view about the collection of data. Only the operational definition eliminates the ambiguity in data collection.
The standard deviation is used in conjunction with the mean to numerically describe distributions that are bell shaped.
The mean measures the center of the distribution, while the standard deviation measures the spread of the distribution.
<u>Explanation:</u>
The standard deviation is used for the purpose of measuring dispersion or the variation that occurs in the values of a data set that is taken into consideration. When the value of the standard deviation is less then this indicates that the data points lies near to the mean. When it is higher then it will be vice versa. Thus it measures the dispersion of data points with respect to the mean.
The expected value of anything can be termed as a mean. It is the thing that is acts as a center of distribution of all data points. Mean is the center of distribution whereas the standard deviation measures the dispersion of all the data points with respect to that of the mean.
