Experience Statistics with Range Assignment Help
The word ‘range’ in Statistics means the difference between the highest and lowest numbers. For eg: in {5, 3, 7, 10, 4}the highest value is 10 and the lowest value is 3. So the range is 10-3=6. This can also be referred as the output values of a function. Isn’t it simple? Yes, very much. But sometimes this simple range can be mistaken if there are extremely low or high values. For eg: In {4, 13, 2, 16, 5, 8619}, the highest value is 8619
Lowest value is 2
Here, the range becomes 8619-2=8617
As a result of 8619, the range becomes huge, while most values are around 15.
In that case, using standard deviation or interquartile range would be better. Getting worried? Hold on, we, the myhomeworkhelp.com is all there to share our range homework help in a digital platform.
Mean Median and Mode
Mean, median and mode are all different kinds of averages. Let me discuss them one by one.
- Mean
It is most commonly known as arithmetic mean. It is a most simple form of average. For an instance, say your latest grades were 85,92,76,94 for your four subjects. In order to find your subject averages, just add them up.
85+92+76+95= 348
Now, divide this sum total by the number of grades that is 4.
So, 348/4= 87
Thus, you mean subject average is 87.
Often this arithmetic mean fails to meet all your queries. Relax and go through our range assignment help
- Median:
To explain median, here I am citing an example. Suppose, in a company there are 5 employees, who are earning $100, $100, $100, $100, $100, $1000. The median value will be $100. You will only look at the middle number to find out the median. Unfortunately, median also fails to depict the correct information.
- Mode:
The number that occurs most frequently is called as the Mode.
You may get some idea behind why these different measures are used to define average differently. To have a vivid knowledge of the subject you must feel free to take range assignment help from myhomeworkhelp.com.
Want to know about measures of variability
It is the statistical method to find out how spread out the data is.
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