the quadrilateral ABCD is a square,where A is (4,5)and C is (3,-2) a)find the coordinate of B and D
|dw:1393144383030:dw|
you can use the property of a square that all sides are equal in a square.. soo AB=BC=CD=AD . lets take 2 of the opposite sides like AB and CD. using distance formula, |dw:1393144370767:dw| now when u solve it you get the desired answer
I would find the equation of the perpendicular bisector of AC
I have the 2 points plotted and it doesn't look as if it is forming a square.
Nobody said the square needs to be horizontal @wolf1728
|dw:1393144616083:dw|
okay, kc_kennylau - I get the idea - and thanks
i dont understand ive find the equation of ac and bd and the midpoint of ac but how it connect to the coordinate?
Extending from @aayushi.somani 's approach, we don't need to use distances, only using slopes is enough.
His approach may be easier.
@azazell If you want to use my approach, still set the coordinates to x1,y1 and x2,y2, then combine the distance formula with your equations
btw @kc_kennylau i am a girl ..! and we can use distance formula as well..!
You have my apologies.
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