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Coord Geom - Distance 2
Contributed by: Heseltine
∆x=xB–xA
∆y=yB–yA
=
=
A∙ (-7,-10)
=
=
AB =  (∆x)2 + (∆y)2
∙B(5,25)
=
=
√
√
√
2
+
=
2
∆x=xB–xA
∆y=yB–yA
=
=
A∙  (-6,13)
AB =  (∆x)2 + (∆y)2
=
=
√
√
√
∙B(9,5)
2
+
=
2
(-19,2)A∙
∆x=xB–xA
=
∆y=yB–yA
=
AB =  (∆x)2 + (∆y)2
=
=
√
√
√
2
+
=
∙B(21,-7)
2
∆x=xB–xA
∙
A(-11,-8)
=
∆y=yB–yA
=
AB =   (∆x)2 + (∆y)2
=
=
√
√
√
2
+
(13,2)B ∙
=
2
(-12,4)A∙
∆x=xB–xA
=
∆y=yB–yA
=
AB =   (∆x)2 + (∆y)2
=
=
√
√
√
2
∙B(18,-12)
+
=
2
AB =   (∆x)2 + (∆y)2
(-5,-24)A∙
=
=
√
√
√
2
+
=
2
∙B(9,24)
AB =   (∆x)2 + (∆y)2
=
=
√
√
√
2
+
=
2
(5,-3.5)A∙
∙B(9,4)
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