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Q: What is inclusive series in statistics?
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What is the difference between inclusive of and exclusive in?

data classification in statistics


What is relation between accounting and statistics?

relation between accounting and statistics is:it helps in the rational [true} decision making. statistics is concerned with typical value, behaviour or trend over a period of time of series of observations. statistics are useful in developing accounting data and their interpretation


What is different between exlusive limit and inclusive limit?

Class intervals are of two types; exclusive and inclusive. The class interval that does not include upper class limit is called an exclusive type of class interval. The class interval that includes the upper class limit is called an inclusive type of class interval. Example: Inclusive series is the one which doesn't consider the upper limit, for example, 00-10 10-20 20-30 30-40 40-50 In the first one (00-10), we will consider numbers from 00 to 9.99 only. And 10 will be considered in 10-20. So this is known as inclusive series. Exclusive series is the one which has both the limits included, for example, 00-09 10-19 20-29 30-39 40-49 Here, both 00 and 09 will come under the first one (00-09). And 10 will come under the next one.


How many 6 digits numbers are there in all with base 10?

900,000 of them. From 100,000 to 999,999 inclusive.900,000 of them. From 100,000 to 999,999 inclusive.900,000 of them. From 100,000 to 999,999 inclusive.900,000 of them. From 100,000 to 999,999 inclusive.


What type of math did Alexander Fleming use?

At a guess exponentials, series and statistics would have been important in studying micro-organisms.

Related questions

What is the difference between inclusive of and exclusive in?

data classification in statistics


What are Types of series in statistics?

The main types of series are time series.


What is the definition of the term statistical series?

statistics means data


In statistics what is summation?

in statistics, summation denoted by upper case sigma, is used to find the sum of a series of observation in a particular variable.


Where can one check the historical statistics of the World Series MVP?

You are able to check the historical statistics of the world series MVP on many baseball sites. One of the most accurate of these sites is baseball reference.


What is discrete and continuous?

Discrete means tangible units (In statistics it is individual units in a data). Continuous is a linear/series in ascending/descending form/order of individual units. (In statistics it is the continuous series of unit data)


What are the 1919 World Series statistics?

The Cincinnati Reds beat the Chicago White Sox in the 1919 World Series 5 games to 3.


What is relation between accounting and statistics?

relation between accounting and statistics is:it helps in the rational [true} decision making. statistics is concerned with typical value, behaviour or trend over a period of time of series of observations. statistics are useful in developing accounting data and their interpretation


What has the author Christopher Chatfield written?

Christopher Chatfield has written: 'Problem solving' -- subject(s): Mathematical statistics, Statistics, Problem solving 'Statistics for technology' -- subject(s): Statistical methods, Engineering 'The analysis of time series'


Who will win the World Series 2007 based on statistics?

Boston Red Sox will win the 2007 World Series, based on this statistic: 4 wins


What has the author Virginia Buysse written?

Virginia Buysse has written: 'Smart Start and Quality Inclusive Child Care in North Carolina' -- subject(s): Children with disabilities, Day care centers, Early childhood education, Evaluation, Inclusive education, Services for, Smart Start Program (N.C.), Statistics


What has the author John Edward Kolassa written?

John Edward Kolassa has written: 'Topics in series approximations to distribution functions' 'Series approximation methods in statistics' -- subject(s): Mathematical statistics, Asymptotic distribution (Probability theory), Edgeworth expansions, Asymptotic theory