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okay when the camera says we'll start you want to give me a signal okay this is lecture eight in linear algebra and this is the lecture where we completely solve linear equations so ax equal B that's our goal if it has a solution it certainly can happen that there is no solution we have to identify that possibility by elimination and then if there is a solution we want to find out is there only one solution or is there whole family of solutions and then find them all okay can I use as an example the same matrix that I had last time when we were looking for the null space so so the the matrix has rows 1 2 2 2 2 4 6 8 and the third row you remember the main point was the third row 3 6 8 10 is the sum of Row 1 plus Row 2 in other words if I add those left-hand sides I get the third left-hand side so you can tell me right away what elimination is going to discover about the right-hand sides what's there is a condition on B 1 B 2 and B 3 for their system to have a solution most cases if I t

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