The midpoint formula is

The midpoint formula is equal to. Add the x-values together and divide them by 2, and do the same for the y-values.

x: (2 + 8) / 2 = 10 / 2 = 5

y: (6 + 4) / 2 = 10 / 2 = 5

The midpoint of MN is (5,5).

The midpoint formula is. An easy way to remember this is that finding the midpoint simply requires that you find the averageof the two x-coordinates and the average of the two y-coordinates. In this case, the two x-coordinates are 3 and 7, and the two y-coordinates are 5 and 9. If we substitute these values into the midpoint formula, we get (3 + 7/2), (5 + 9)/2, which equals (5, 7). If you got (–2, –2), you may have subtracted your x and y-coordinates instead of adding. If you got (10,14), you may have forgotten to divide your x and y-coordinates by 2. If you got (6,6), you may have found the average of x_{1 and}y₂and x₂and y₁而不是把坐标在一起the y-coordinates together. If you got (7, 5), you may have switched the x and y-coordinates.

The formula for midpoint = (x₁+ x₂)/2, (y₁+ y₂) / 2。在两个x坐标和两个替换y coordinates from the endpoints, we get (–1 + 3)/2.

(4 + 6)/2 or (1, 5) as the midpoint.

To solve this problem we use the midpoint formula. We find the average of the x and y coordinates. (–6 + 4)/2, (4 + –6)/2 = –1, –1

Method A:

To find the midpoint, draw the number line that contains pointsand.

Then calculate the distance between the two points. In this case, the distance betweenandis. By dividing the distance between the two points by 2, you establish the distance from one point to the midpoint. Since the midpoint is 12 away from either end, the midpoint is 5.

Method B:

To find the midpoint, use the midpoint formula:

Translating the intersections into points on a graph, Janice works at (33,7) and Mark works at (15,5). The midpoint of these two points is found by taking the average of the x-coordinates and the average of the y-coordinates, giving ((33+15)/2 , (5+7)/2) or (24, 6). Traveling in one direction at a time, the number of blocks from either office to 24^thstreet is 9, and the number of blocks to 6^this 1, for a total of 10 blocks.

On the number line,isunits away from.

We find the midpoint of this distance by dividing it by 2.

To find the midpoint, we add this value to the smaller number or subtract it from the larger number.

The midpoint value will be.

Using the midpoint formula,

We get:

Which becomes: which becomes

The midpoint of a line can be found using the midpoint formula, given by:

Thus when we plug in our values we get the midpoint is