Find the Euclidean distance between (1,3,4) (4,2,-5)
d(p,q)=√((q1−p1)2+(q2−p2)2+(q3−p3)2+...(qn−pn)2d(p,q)=√((q1−p1)^ 2 +(q2−p2) ^ 2 +(q3−p3)^ 2 +...(qn−pn)^ 2d(p,q)=√((q1−p1)2+(q2−p2)2+(q3−p3)2+...(qn−pn)2
q1=1q1 = 1q1=1
q2=3q2 = 3q2=3
q3=4q3 = 4q3=4
p1=4p1 = 4p1=4
p2=2p2 = 2p2=2
p3=−5p3 = -5p3=−5
=√((4−1)2+(2−3)2+(−5−4)2))=√((4−1)^ 2 +(2−3) ^ 2 +(−5−4) ^ 2 ))=√((4−1)2+(2−3)2+(−5−4)2))
=√(32+1+(−92))= √(3^2+1^+(−9^2))=√(32+1+(−92))
=√9+1+81= √9 + 1 + 81=√9+1+81
=√91= √91=√91
=9.5394= 9.5394=9.5394
Need a fast expert's response?
and get a quick answer at the best price
for any assignment or question with DETAILED EXPLANATIONS!
Comments