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3. Consider the linear maps - (x1 + x2 h:R33, h(x1,r2,r3) (2,3,1) (a) Find the matrices representing f, g, h, 2f, g of, and g + h. (b) Find the inverse of g (if exists). In other words, write an explicit expression for g(r1, T2,z3). 4. Let f be the linear map in Problem 3. (a) Find a basis and the dimension of ker(f)
3. Consider the linear maps - (x1 + x2 h:R33, h(x1,r2,r3) (2,3,1) (a) Find the matrices representing f, g, h, 2f, g of, and g + h. (b) Find the inverse of g (if exists). In other words, write an explicit expression for g(r1, T2,z3). 4. Let f be the linear map in Problem 3. (a) Find a basis and the dimension of ker(f)
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Nestor RutherfordLv2
20 Feb 2019