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Kkhansaheb reacted to Maths Pro's post in the thread Why am I getting different incentres for the same triangle? with
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Oh well, I don't really know how but I will search and post it here -
JJahan Zaib posted the thread Subject: Beginning Algebra Adventures – The Struggle is Real! 😅 in Beginning Algebra.Hey fellow math warriors, Ever feel like Algebra is secretly plotting against you? Like, one minute you’re happily adding 2 + 2, the...
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MMaths Pro replied to the thread Why am I getting different incentres for the same triangle?.Oh well, I don't really know how but I will search and post it here
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Kkhansaheb replied to the thread Why am I getting different incentres for the same triangle?.Can you "derive" the co-ordinates of the incenter of a triangle, whose length of the sides are a, b & c?
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MMaths Pro reacted to mrtwhs's post in the thread Why am I getting different incentres for the same triangle? with Like.
Given \triangle ABC with barycentric coordinates A(1,0,0), B(0,1,0), C(0,0,1) then knowing how an angle bisector divides the side of the...
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Mmrtwhs replied to the thread Why am I getting different incentres for the same triangle?.Given \triangle ABC with barycentric coordinates A(1,0,0), B(0,1,0), C(0,0,1) then knowing how an angle bisector divides the side of the...
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MMaths Pro replied to the thread Why am I getting different incentres for the same triangle?.Do you have proof for that? Please share
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MMaths Pro reacted to mrtwhs's post in the thread Why am I getting different incentres for the same triangle? with Like.
A close examination will show you that this is essentially the same as my barycentric coordinate solution.
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Mmrtwhs replied to the thread Why am I getting different incentres for the same triangle?.A close examination will show you that this is essentially the same as my barycentric coordinate solution.
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KThe question I am working on states "Use a substitution to evaluate the following indefinite integrals". This should be u-substitution...
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MMaths Pro replied to the thread Why am I getting different incentres for the same triangle?.Oh sorry, here it is : Incentre (ax1+bx2+cx3)/(a+b+c) , (ay1+by2+cy3)/(a+b+c)) Where a, b,c are sides opposite to vertices A,B and O...
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MMaths Pro reacted to Dr.Peterson's post in the thread Why am I getting different incentres for the same triangle? with Like.
It would have helped in communicating your work if you had made a picture (and labeled the various points you referred to); that will...
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MMaths Pro reacted to mrtwhs's post in the thread Why am I getting different incentres for the same triangle? with Like.
This isn't exactly a universal formula but with O(0,0), A(6,0), B(0,8) and I(r,r), you can use the formula A=rs where A= area, r=...
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Mmrtwhs replied to the thread Why am I getting different incentres for the same triangle?.The formula didn't display.
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MMaths Pro replied to the thread Why am I getting different incentres for the same triangle?.We are given triangle vertices: To find the incentre, we use the formula: where a, b c are the side lengths opposite to vertices A...
