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"Average" or "Mean" or, more specifically, "Arithmetic Mean"

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โˆ™ 2009-06-27 23:19:21
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Q: The middle of a set of numbers found by dividing the sum of all the numbers by the number of numbers in the set?
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An is the number found by dividing the sum of numbers by the number of addends?

That is an average or the mean.


The number found by dividing the sum of the set of numbers by the number of addends?

This is called the average, or the arithmetic mean, of the numbers.


How you can find LCM of the given number?

Firstly, the LCM f a single number is the number itself.The LCM of many numbers is found by dividing the numbers with the smallest prime numbers until the numbers are completely divided and the remainder is zero.Then all the prime numbers used for dividing is multiplied and the LCM is found.


Which is the number between 981 and 1011?

There are 30 numbers between 981 and 1,011.The one directly in the middle can be found by adding the two numbers and dividing by 2.981+1011=19921992/2 = 996


Which average is found by adding the numbers then dividing by how many there are?

The mean of a set of numbers is found by adding them together and dividing by how many numbers were added.


What is an easy way to remember mean and mode?

Well, you can remember mean asadding all the numbers together and dividing it by the amount of numbers given. you can remember mode as the number found most you can remember median as the middle number with the numbers in order from least to greatest


The __of a group of numbers can be found by dividing the sum of a set of numbers by the number of addend?

This type of average is called the mean.


How do you solve mode median and mean?

The mean is found by adding up the numbers, then dividing by how many numbers you have.The median is the middle of the group, so you sort the list of numbers highest to lowest, then find the number that is in the middle of the list. If the list has an even number of items, then you take the average(mean) of the two middle numbers to obtain the median.Mode is the most common number or the one that occurs most often.Each of these can be useful when evaluating real-life data.


How do you find the median if there are two numbers left in the middle?

If this is even set of number median is found by taking the average of two middle numbers.


How do find the average?

An average is found by adding all the relevant numbers together, and then dividing by the number of numbers added. This is a concept learned in elementary school.


What 5 number have the mean of 5?

1,2,5,8,9. The mean is the average found by summing the numbers, then dividing by how many numbers that you have. So any 5 numbers that sum to 25 will do. Example: 1,2,3,4,15; or 5,5,5,5,5


What is the average of a set of numbers and is found by dividing the sum of a set of numbers by the amount of numbers in the set?

It is the arithmetic average or mean.


How do you find the median of a set f numbers?

The median can be found by putting all of the numbers you have into ascending order, and then the number in the dead middle is the median.


Is a median number higher than a mean number?

Imagine that you have a list of 15 numbers for example. The mean is the average of those number. In other words, take the sum of all the numbers and divide by how many numbers there are (15 in this case). The median is the "middle number," and is found by arranging all the numbers in order of size and then picking the middle number. If you have 15 numbers, the 8th number is the middle one (there would then be seven smaller numbers and seven larger). If instead you have an even number of numbers, then you don't have a single middle number (you have two), and so you would take the average of the two middle ones (for example, if you have 16 numbers, you take the average value of the 8th and 9th numbers as the median). Whether the median or the mean is larger depends entirely on the specific list of number that you are analyzing.


What measure of central tendency is found by ordering the numbers then choosing the middle one?

That is the median. Go to the middle value if there is an odd number of values, and half-way between the two in the middle if there is an even number of values.


What the mean in math?

The "mean" is the average of a set of numbers. Example: The mean of the number set 3,6,4,7,8,12,9 is found by... 1. adding all the numbers together 2. dividing the sum or the numbers by the amount of numbers (in this case 6) The mean/average is 7


What is an example for mean in mathematics?

The mean is the average. It is found by adding the numbers in a set and dividing that total by the number of numbers. (1, 2, 3, 4, 5) = 15 divided by 5 = 3 The mean is 3.


What is the mean in a set of data?

It is found by adding up all the numbers in a set of data. Then dividing that sum by the amount of numbers in the set of data.


What does mean in mathematics term?

A mean is an average of a set of numbers found by adding them all up and then dividing it by the amount of numbers there are. Hope this helped!


What numbers can be found on a number line?

All real numbers.


What is the mean or average of the numbers -410 to 400?

The mean or average of the numbers -410 and 400 is -5. It is found by adding the two numbers together and dividing the sum by two.


What does 'mean' and 'mode' mean in maths terms?

The mode is the most common number in a list of numbers. If two numbers are tied then there is two modes. If there is no number occurring the most then there is 'no mode'. The mean of a set of numbers is found by adding up all the numbers and then dividing by how many number there are. E.g consider the set of numbers: 4, 5, 5, 10. The mode is the most common number which is 5. The mean is found by (4 + 5 + 5 + 10) / 4 = 24/4 = 6.


What is the quotient found by dividing the sum of a set of data by the number items of data?

The mean


Which average is found by ordering the numbers and then choosing the middle one?

median


Density is found by dividing what two things?

density is found by dividing mass by volume.................................