show that a lines segment OA and OB are perpendicular , where A, B, and O are the points (5,4) , (4,-5) and (0,0).
Answers
Answered by
5
☆☆heya your answer is here☆☆
Join AB,OA,OB
In tri.ABO
AB2=OA2+OB2
(5-4)2+(4-(-5))2=
(0-5)2+(0-4)2+
(0-4)2+(0-(-5))2
1+81=
25+16+16+25
82=82
hence OA is
perpendicular to OB
Join AB,OA,OB
In tri.ABO
AB2=OA2+OB2
(5-4)2+(4-(-5))2=
(0-5)2+(0-4)2+
(0-4)2+(0-(-5))2
1+81=
25+16+16+25
82=82
hence OA is
perpendicular to OB
Answered by
0
Answer:
your anwer
Step-by-step explanation:
Join AB,OA,OB
In tri.ABO
AB2=OA2+OB2
(5-4)2+(4-(-5))2=
(0-5)2+(0-4)2+
(0-4)2+(0-(-5))2
1+81=
25+16+16+25
82=82
hence OA is
perpendicular to OB
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