Find center of circle circumscribing a triangle with vertices (2,3), (3,4) and (6,8).

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Thank you bossulica! It helped a lot! Just good!!

IaminCiora-vggh
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Great question! The center of a circle circumscribing a triangle can indeed lie outside the triangle. Consider a simple example: The center of the circle square(x)+square(y)=2 is the origin. Consider a triangle formed by three points on this circle (1, 1), (-1, 1) and (0, sqrt2). The center (0, 0) of the circumscribing circle clearly lies outside the triangle. The problem in this video is similar. Plotting to scale (which I have not done in my explanation) will help make it clearer. Hope this helps.

mathmuni
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Where the crap did the 6 come from that you threw in there? I got everything, right up until that point.... I get why it is there, but where did it come from?

shawnonmariescott
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do the points really create a triangle? because i graphed it but i only got a straight line :/

burning_chain
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Anyone can answer, where did he get the (6h + 6k) and -6×6?

marlynamora
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Sir I didn't understand, what did u do from 3:35

bandanashah
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but then the center of the circle would be outside of the circle tho???
im so confused

jindo
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This is so hard to understand. Numbers from next equation just pop up before our eyes without further explanation.

aogavin
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Wow nice one or made me to do mathematical operation easily

kamalrajjoshi
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please make the video a little faster :(

huntertran