Question #8db74

2 Answers
Jan 23, 2018

#?=x=1/a^2+ 1/b^2+ 1/c^2#

Explanation:

If #b*c + c*a + a*b = 0#,

Prove that #1/a^2 -b*c + 1/b^2 - c*a + 1/c^2 -a*b = x#.

Solve for x, I presume this is what the problem is you are trying to solve. This is not really something you actually call a proof, since you are solving for an unknown...

We can rewrite #1/a^2 -b*c + 1/b^2 - c*a + 1/c^2 -a*b = x# this to:
#1/a^2+ 1/b^2+ 1/c^2 = x + b*c + c*a + a*b#
#1/a^2+ 1/b^2+ 1/c^2 = x + 0#
So, #x# or your question mark, #?=x=1/a^2+ 1/b^2+ 1/c^2#.

Jan 23, 2018

Image reference....

Explanation:

my notebook....

Hope it helps....
Thank you