00:01
In this question, we are given with the axis equals to y is equal to k and x is equal to k, y is equal to k.
00:35
And x is equal to k.
00:36
Now the line is span of.
00:44
Line is fan of so here t is the linear operator then p will be which will be equal to one one and one now let this will be orthogonal we can let this is the orthogonal to this is the orthogonal to this line so then a, b, c into this will be equals to 0.
02:04
Therefore, a plus b plus c will be equal to 0.
02:12
This will be a is equal to minus b and minus c.
02:18
So, we conclude that a, b, c equals to minus b, minus c, b and c so a plus b plus c is equal to 0 which will be equal to 0 a is equal to minus b minus c now b is equal to 1 is the basis of r q now s is equal to the standard now b is equal to the basis of rq, a basis of rq, like i, j, k, the t b equals to...