DISTANCE AND MIDPOINT FORMULAE

     

I am not sure if I follow your question fully, but it does not matter which point you subtract from which as long as you are consistent with the points (e.g. X2 is with y2 và not x2, y1)

An example:

What is the distance between the two points (2,4) and (5,7)

If we say that 2,4 is X1, Y1 và 5,7 is X2, Y2 then we have

sqrt ((2-5)^2 + (4-7)^2) ---> sqrt (9+9) --> sqrt (18) = 4ish

if we reverse it và call 5,7 X1, Y1 and 2,4 X2,Y2 the answer will remain the same. We are squaring the difference between the numbers so the order does not matter.

If you get confused with this try using 0,0 as a point in your mind. It is a viable point and it will illustrate that which point you hotline X1,Y1 or which point you gọi X2,Y2 does not matter.


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