Euclidean distance

Calculate the Euclidean distance between shops A, B and C, where:
A 45 0.05
B 60 0.05
C 52 0.09

Wherein the first figure is the weight in grams of bread and second figure is price in USD.

Result

|AB| =  15
|BC| =  8.0001
|AC| =  7.00011

Solution:

∣AB∣=(45−60)2+(0.05−0.05)2≐15|AB| = \sqrt{(45-60)^2+(0.05-0.05)^2 } \doteq 15
∣BC∣=(60−52)2+(0.05−0.09)2≐8.0001|BC| = \sqrt{(60-52)^2+(0.05-0.09)^2 } \doteq 8.0001
∣AC∣=(45−52)2+(0.05−0.09)2≐7.00011|AC| = \sqrt{(45-52)^2+(0.05-0.09)^2 } \doteq 7.00011

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