Want this question answered?
The "mean", or "mean average" in full, is obtained by adding up all the numbers and then dividing by the number of numbers there are. It is saying that if the numbers were all the same, this is what they would be.
Mean is the average of numbers. For example, if you were trying to get the mean of 24 and 12, you would first add the numbers (which is 36) and you divide them by how many numbers are in the problem (which is 2). So the answer would be 18.
The mean is the average. You simply add all the numbers and divide by how many numbers there are. So the mean of 16 numbers would be the sum of all 16 numbers, divided by 16.
I think that you have meant Mean, and not Meen. A mean is the average of numbers. For example if you have 2, 3, and 4 The mean of these numbers would be 3.
add up all the numbers then divide it by how many numbers there are
The mean is adding up all numbers and dividing it by the amount of numbers there is. The mode is the most common number of which it would be all numbers
The mean is when you find the average of a set of numbers by adding them together and dividing the sum by how many numbers were in the set. Your set of numbers were 75, 89, and 30. The mean of these numbers would be 64.66. Since the 6 is ongoing you would round it and it would end up as 64.7. In some cases though, you might need to round it to the whole number. If so the mean would be 65.
You take the arithmetic mean of the two middle numbers.
LCM I mean
In most religious and spiritual beliefs, heaven is typically described as a place beyond the physical world, so it may not have a concept of numbers as we understand them. The idea of quantifying aspects of heaven may not align with the abstract and transcendent nature of the concept.
Add up all the numbers and divide the sum by 4.Then you get the answer.
If 24 is smaller than the current mean, it would decrease. If 24 is greater than the current mean, it would increase. If 24 is the same as the current mean, it would stay the same. Letting us know what that set of numbers is would narrow down the answer.