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this is the video support for linear algebra for the mathematical methods coursework six g5z three zero zero one so Im just going to go straight to the course what questions question one a is about row reduction we did cover elementary row operations and we have done a number of examples in class with row reduction so youre asked to solve for w x y and z and you will solve these equations with respect to the parameter mu you must remember that be careful because you have to solve this system completely so ask yourselves what does this mean solve completely for question one B we need to find a matrix basis that a B is equal to C you can do this by inspection but you must show how you find the matrix B so you have to give a simple explanation thats how you find them a matrix B and then to find the determinant we use the rule that determinant of a times B its the determinate of a times at least terminer to be and if you look in the notes there is an example on page four which shows y