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Step by step
Solved in 2 steps with 1 images
- I know the basis converted to orthogonal is {<2, 1, -1, 1>,<11, -12, 5, -5>,<-1, -3, 0, 5>} and that the magnitude of these will be sqrt(7), sqrt(315), sqrt(35) - but I'm not sure how to use these to convert the basis to orthonormal.find basis for (i) row space, (ii) column space and the (iii) null space. What are the (iv) rank and (v) nullity?Please repeat the theorem attached (two images for one theorem), with the matrix [2,2 ; 1,2]. And this is with the basis in R^2, and the basis should be the image of (A - lambda*Identity). Thank you!