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Oh, what a happy little math question! To find three numbers that divide to give a mean of 5, we can choose numbers that are evenly spaced around 5, like 3, 5, and 7. When we add them up (3+5+7=15) and divide by 3 (since we have 3 numbers), we get the mean of 5. Just like painting a beautiful landscape, sometimes math can be a creative and joyful experience!
Oh, dude, I mean, if you want the mean of 5, you'd need three numbers that multiply to 15 (since mean is the sum divided by the count, and 5 x 3 = 15). So, like, the numbers could be 1, 3, and 5, because 1 + 3 + 5 = 9, and 9 divided by 3 is 3. But hey, who's counting, right?
Well, honey, if you want three numbers that divide to give a mean of 5, you're looking at 5, 5, and 5. Because when you add them up and divide by 3, you get 5. Simple math, darling.
Basically what you do is 3x5 which is 15. Then find 3 numbers that add up to 15. E.g 1+5+9 :) Hope I helped!
Add the 3 numbers together, and then divide the total by 3. This will give you the median number.
You add the numbers. Then you divide by the number of numbers (i.e., if you have three numbers, you divide the sum by 3).You add the numbers. Then you divide by the number of numbers (i.e., if you have three numbers, you divide the sum by 3).You add the numbers. Then you divide by the number of numbers (i.e., if you have three numbers, you divide the sum by 3).You add the numbers. Then you divide by the number of numbers (i.e., if you have three numbers, you divide the sum by 3).
The mean is when you add up all the numbers, then divide the sum by however many numbers there are. so lets say you have 1,2,3 add them to get 6 then divide 6 by 3 the mean is 2
Mean is the same thing as average. To find mean add up the numbers you have and divide by the amount of numbers in your set (The mean of 2,3,4 would be 3. 2+3+4=9 9/3 = 3)
Yes. The mean of 1, 3, and 5 is 3. The mean is the average. Add all numbers and then divide by how many numbers were added. In this case there were three numbers (1, 3, 5). 1+3+5=9. 9/3=3.