Algebraic geometry II - schemes and sheaves

MATH-510

Solution - Hand in 4

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It seems that you guys were not very loquacious in showing that the module was free - I agree that is kinda immediate but this also was one of the only thing asked for the exercise. An R-module M is free of rank 2 if there is an isomorphism
R\oplus R\to M
Some of you have disregarded to show injectivity. 
So you can check the solution for an argument. You may have lost a point or half a point for this reason.

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