5 articles trouvés pour ce sujet.
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A cyclic quadrilateral |
2014-03-28 |
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Carly pose la question : Suppose ABCD is a cyclic quadrilateral, i.e A, B, C, and D are the points on a circle,
given in order going around the circle. Show that if we join each of A, B, C, and D to the orthocentre
of the triangle formed by the other three, then the resulting line segments all intersect in a common midpoint.
Thank you. Chris Fisher lui répond. |
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The circumcentre and orthocentre of a triangle |
2012-04-25 |
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Nazrul pose la question : The circumcentre and orthocentre of a triangle is given. A point on a side of the triangle
given. A vertex of the triangle on the circumcircle is also given.
How can I draw the triangle?
Please Help me.
Thank you for answering my previous questions. Chris Fisher lui répond. |
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The orthcentre and the circumcentre |
2007-04-05 |
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Ruby pose la question : I have tried to do this question so many times, could you please, please,
please show me how to do it. I just can't get the answer:
What is the (i)Circumcentre and (ii)Orthocentre of the triangle with
vertices a(-2,2) b(2,-6) c(5,3)? It would be so great if you could show
me how to do this. Thanks in advance,
Ruby. Penny Nom lui répond. |
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The orthocentre |
2002-10-17 |
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Elsie pose la question :
- Find the orthocentre of the triangle with vertices at A(-3,4), B(10, -3) and C(3,-2).
- Find the distance of point X(3,8) from the line that passes through Y(-2, -2) and Z (3, -2).
Chris Fisher lui répond. |
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A geometry proof |
2001-04-18 |
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Melissa pose la question : Extend the bisectors of angle A, angle B, and angle C of triangle ABC to meet the circumcircle at points X, Y, and Z respectively. Show that I is the orthocenter of triangle XYZ. Chris Fisher lui répond. |
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