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The midpoint of a line segment with end points as (x, 4) and (-2, -2) is (2, 1). What is the value of x? Answer x = -3 x = -2 x = 4 x = 6
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6
\[\large \frac{(x_1 + x_2)}{2} = m_x\] mx means x coordinate of the midpoint
((x-2)/2,1) x-2/1 =2 x=6
your x1 is x and your x2 = -2 mx = 2 therefore.... \[\frac{x + (-2)}{2} = 2\] \[\frac{x -2}{2} = 2\] cross multiply \[x - 2 = 4\] solve for x
x-2/2 =2 sorry not divided by one...what he said ^^^
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