A plane meets the co-ordinate axes at the points \(A, B, C\) respectively in such a way that the centroid of \(\triangle A B C\) is \(\left(1, r, r^{2}\right)\) for some real \(r\). If the plane passes through the point \((5,5,-12)\) then \(r=\)

Question

A plane meets the co-ordinate axes at the points \(A, B, C\) respectively in such a way that the centroid of \(\triangle A B C\) is \(\left(1, r, r^{2}\right)\) for some real \(r\). If the plane passes through the point \((5,5,-12)\) then \(r=\)

2 Answers

off white · Answer 1 · 2022-12-06T20:59:57+0000

Thanks for each of your efforts on this web page. My niece delights in working on investigations and it's simple to grasp why. My partner and i notice all regarding the powerful method you make great things through your blog and as well attract participation from some other people on this area while my girl has been studying a lot of things. Take pleasure in the remaining portion of the year. You're the one doing a remarkable job.
off white http://www.offwhitehoodies.us

A plane meets the co-ordinate axes at the points \(A, B, C\) respectively in such a way that the centroid of \(\triangle A B C\) is \(\left(1, r, r^{2}\right)\) for some real \(r\). If the plane passes through the point \((5,5,-12)\) then \(r=\)

Your answer

2 Answers

Your comment on this answer:

Your comment on this answer:

Related questions

Categories