When the endpoints of a line segment are known, we can find the point midway between them. This point is known as the midpoint and the formula is known as the midpoint formula. Given the endpoints of a line segment, [latex]\left({x}_{1},{y}_{1}\right)[/latex] and [latex]\left({x}_{2},{y}_{2}\right)[/latex], the midpoint formula states how to ...
A mean of only two points. And you will get the midpoint of those two points. The point that's equidistant from both of them. It's the midpoint of the line that connects them. So the coordinates are 4.5 comma negative 1.5. Let's do a couple more of these. These, actually, you're going to find are very, very straightforward.
A line segment on the coordinate plane has endpoints and .In terms of and , as applicable, give the -coordinate of its midpoint.
Dec 11, 2017 · x coordinate of the midpoint = add x coordinates / 2. [ -1 + 6 ] / 2 = 5/2. y coordinate of the midpoint = add y coordinates / 2. [ -2 + 12 ] / 2 = 10/ 2 = 5. Midpoint ( 5/2, 5 ) = ( 2.5, 5) CPhill Dec 11, 2017. Post New Answer.
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