What is the distance between $(48,18)$ and $(34,12)$ ?

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Answer 1 · 2018-03-03T06:04:49

$15.232$

The distance between two coordinates formula states that:

$d=|sqrt((x_2-x_1)^2+(y_2-y_1)^2)|$

Here,

$y_2=34$

$y_1=48$

$x_2=12$

$x_1=18$

Inputting:

$d=|sqrt((12-18)^2+(34-48)^2)|$

$d=|sqrt((-6)^2+(-14)^2)|$

$d=|sqrt(36+196)|$

$d=|sqrt(232)|$

$d=|+-15.232|$

$d=15.232$

What is the distance between (48,18)(48,18) and (34,12)(34,12)?