IloveManUtd
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- Joined
- Jul 27, 2010
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An isosceles triangle POT is such that PO=PT, O is the origin, T is the point (t,0) and P lies on the line y=mx, where m is a positive value. If the point Q is taken so that OTPQ forms a parallelogram, find the value of m when OQ = 2 0T.
I've already found the coordinates of P to be (t/2 , mt/2) and Q to be (3t/2 , mt/2). Please help me to find the value of m. Thanks
I've already found the coordinates of P to be (t/2 , mt/2) and Q to be (3t/2 , mt/2). Please help me to find the value of m. Thanks