A is the point: (10,10) B is the point: (-2,-14) Find the coordinates of the midpoint of line AB :

Plug Coordinates into Formula: Given points A (10, 10) and B (-2, -14), we can plug these coordinates into the midpoint formula. Midpoint M = ((10 + (-2))/2, (10 + (-14))/2)Calculate Midpoint Coordinates: Now, we calculate the midpoint coordinates. Midpoint M = ((10 - 2)/2, (10 - 14)/2) Midpoint M = (8/2, -4/2)Simplify Calculations: Simplify the calculations to find the coordinates of the midpoint. Midpoint M = (4, -2)

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$A$ is the point: $\newline$ $(10,10)$ $\newline$ $B$ is the point: $\newline$ $(-2,-14)$ $\newline$ Find the coordinates of the midpoint of line $\newline$ $AB$ :

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Math Problems

Algebra 1

Find a missing coordinate using slope

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A

is the point:

\newline

(10,10)

\newline

B

is the point:

\newline

(-2,-14)

\newline

Find the coordinates of the midpoint of line

\newline

AB

Plug Coordinates into Formula: Given points $A (10, 10)$ and $B (-2, -14)$ , we can plug these coordinates into the midpoint formula. $\newline$ Midpoint $M = \left(\frac{10 + (-2)}{2}, \frac{10 + (-14)}{2}\right)$
Calculate Midpoint Coordinates: Now, we calculate the midpoint coordinates. $\newline$ Midpoint $M = ((10 - 2)/2, (10 - 14)/2)$ $\newline$ Midpoint $M = (8/2, -4/2)$
Simplify Calculations: Simplify the calculations to find the coordinates of the midpoint. Midpoint $M = (4, -2)$