If you want to find the midpoint of A and B, then the formula you use is (A+B)/2. We add up the numbers and then divide by 2.
For instance, A = 1 and B = 5 leads to a midpoint of 3 since (A+B)/2 = (1+5)/2 = 6/2 = 3.
Visually we have found the average of the endpoints, which is at the center. So this shows that the midpoint is basically the average when you have 2 data values. We can extend this out to having more than 2 items to find the average. It might help to think of a dot plot and try to determine where the center of that data distribution is. The arithmetic mean is one way, but the median is also another tool.
Answer: In case you want to locate the midpoint of A and B, then the formula you use is (A+B)/2. We upload up the numbers and then divide through 2. For instance, A = 1 and B = 5 end in a midpoint of 3 considering
(A+B)/2 = (1+5)/2 = 6/2 = 3.
Visually we've discovered the common of the endpoints, which is at the center. So this indicates that the midpoint is largely the average if you have 2 facts values. we will make bigger this out to having extra than 2 objects to locate the average. it'd help to think of a dot plot and try and decide in which the center of that records distribution is. The arithmetic suggests is one manner, but the median is likewise any other tool.
Note: Hope this helps and am sorry for the late answer, it will help you in the future tho.
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