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the difference between midpoint and distance formula??
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The formula for midpoint is \[((x _{1}+x _{2})\div2)+((y _{1}+y _{2})\div2)\] By using the formula, you are finding the x and y values in the middle of the two points. The formula for distance is\[\sqrt{(X_{1}+X_{2})^{2}+(Y_{1}+Y_{2})^{2}}\] What you are doing when you use this formula is find the actual length of the line connecting the two points (the distance, hence the name distance formula).
one takes the average between 2 points; and the other finds the distance between 2 points
we dont use that fomula???
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