Question: In Example 2, change (2,5) to (2, 5). Data from Example 2 The distance between (3,1) and (2,5) is given by [It makes no difference
In Example 2, change (−2,−5) to (−2, 5).
Data from Example 2
The distance between (3,−1) and (−2,−5) is given by
![d = (-2) 3]+ [(-5) - (-1)] = 25 + 16 =](https://dsd5zvtm8ll6.cloudfront.net/si.question.images/images/question_images/1680/6/0/3/635642bf9f3346781680603634697.jpg)
[It makes no difference which point is chosen as (x1 , y1) and which is chosen as (x2 , y2), because the differences in the x-coordinates and the y-coordinates are squared.] We obtain the same value for the distance when we calculate it as

d = (-2) 3]+ [(-5) - (-1)] = 25 + 16 = (-5) + (-4) = 41 = 6.403
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Find the distance between the points 3 1 and 2 5 using the distance formula d x2 x12 y2 y12 d 2 32 5 ... View full answer
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