Express 3((1,-1), (0,-2)) - 2((-1,1), (2,-1)) as a single matrix.
- (a)Express 3((1,-1), (0,-2)) - 2((-1,1), (2,-1)) as a single matrix.[2]
- (b)Find the inverse of ((1,1), (0,1)).[2]
- (c)Find the matrix X such that X(3 2) = ((6,-4), (-3,-2)).[2]
Mark scheme
Marking points from the official mark scheme (Oct/Nov 2019). The mark or mark type is shown in brackets.
- [2] (a) ( (5,-5), (-4,4) ) B1 for two or three correct elements
- [2] (b) ( (1,-1), (0,1) ) oe isw B1 for k( (1,-1), (0,1) ) oe with k ≠ 2 or 0 or for 2(::) oe
- [2] (c) ( (2), (-1) ) M1 for using X is a 2 by 1 matrix If 0 scored, SC1 for a final answer of ( (2), (-1) )
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