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B(-7,1) and C(-1,-5) be the vertices of a triangle. a. Find an equation...
... vertices of a triangle. a. Find an equation whose graph is a line that containsthe median from A to the midpoint of line segment BC. b. ... Find the length of the altitude from A to line segment BC. d. Find the area of the traingle ABC. Thanks. |
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Find the Equation of an Altitude in Triangle. Dan Nechodom. Subscribe SubscribedUnsubscribe 269269. Loading... Loading... Working... Add to ... |
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Seeing that the centroid is 2/3 of the way along every median. ... I don't see a right triangle in connection with the orange line. Is there a right triangle? |
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A median of a triangle is the segment from a vertex to the midpoint of the opposite side. ... Notice that the segment DE is the mid-segment of triangle ABC. The mid- segment DE is parallel to the side BC and the length of DE is equal ... point of concurrency or the common intersection of the three lines containing the altitudes . |
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All about medians
In a triangle, a median is a line joining a vertex with the mid-point of the opposite side. ... Then MbMc is the mid-line in both triangles ABC and GRS, whence SR = BC and the lines are parallel. ... the equation of the median AMa is wB = wC. Similarly, BMb is defined by wA = wC and CMc is ... . Thanks for writing up my proof. |