Look at triangle PQR. Point O is the centroid and point S is the orthocenter.Which segments are always equal? Answer RN and RM PN and NQ PM and MN RO and ON
@saifoo.khan can you help me on this
im sure @dpaInc can solve..
i hope cause i really dont understand
hi saif..
Hey Dpalnc. sup? can you solve this?
lol... picture is not loading...
ok got it.
an orthocenter is the concurrency of all the medians of a triangle... do you know what a median is?
yea i know what it is
then you can answer the question... it's one of the choices...
Dpanic's the boss at this.
but saif is the master... we call him sifu...
idk, i really dont
a median is a segment that joins a vertex of triangle to the midpoint of the opposite side...
This might help @JahEmpress http://mathworld.wolfram.com/images/eps-gif/Orthocenter_1000.gif http://www.mathwords.com/o/o_assets/orthocenter_acute.jpg
hey... i just noticed is that where saifoo came from ? sifu?
PN = NQ -------- because segment RN is a median
wow you guy's and that's the answer
Haha, NO how can i be a master when i never studied this "orthocenter" thingy? D: And nope.. Saifoo's a nick. my real name is Saif (arabic name meaning sword).
lol... sifu Saifoo :)
I will try to study this topic from Dr. khan's site. ;) Sifu. lol.
The point of concurrency of the medians is the centroid. The centroid O lies on segment RN. Therefore, segment RN is a median. Therefore, segmetn RN bisects the side to which it is drawn. Therefore, PN = NQ.
wow thank you, i think thats alot more understanding :)
Glad to help.
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