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Exercise 1.10. This is a redo of Exercise 1.5 using coordinates. Let [v1]=(2,1) and [v2]=(1,4). Show algebraically that every oriented length v in the plane

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Exercise 1.10. This is a redo of Exercise 1.5 using coordinates. Let [v1]=(2,1) and [v2]=(1,4). Show algebraically that every oriented length v in the plane can be expressed in the form v=a1v1+a2v2

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