Form of fixed point problem
Suppose the equation a=y-msiny where 0,m,1 is given and is in the set [0,pi]. How would you write down this in the form of fixed point problem for solution y and show it has a unique solution?
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Describe that if A is any 2x3 matrix, then there can't be a 3x2 matrix C such that CA=I. b) if A is a 2x3 matrix such that it is possible to compute a 3x2 matrix B such that AB=I, what can you say about the pivots of A?
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