SOLUTION: <AOX contains points A(1,3) , O(0,0) and X(4,0). find the coordinate of a point B so that <BOA and <AOX are adjacent complementary angles find the coordinates of a point C so the

SOLUTION: <AOX contains points A(1,3) , O(0,0) and X(4,0). find the coordinate of a point B so that <BOA and <AOX are adjacent complementary angles find the coordinates of a point C so the

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Question 501446: find the coordinates of a point C so the OC is a side of a different angle that is adjacent and complementary to
Answer by cleomenius(959) (Show Source): You can put this solution on YOUR website!
If the coordinate of point b is (0,4) angles BOA and angle AOX will adjacent complementary angles.
If the coordinate of point c is (3, -1) angles COX and angle AOX will adjacent complementary angles.
Cleomenius.
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