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M is a relation on RxR: For all (a, b), (x, y) belongs to RxR (a,b)M(x,y)ay=bx a. Is the relation M a function or not

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M is a relation on RxR: For all (a, b), (x, y) belongs to RxR (a,b)M(x,y)ay=bx a. Is the relation M a function or not verify the answer. b. Is it reflexive justify? c. Is it symmetry justify? d. Is it transitive justify? e. If it is a function, is it one to one prove or disprove? f. If it is a function, is it onto prove or disprove? g. If it is a function, Find the function inverse if it exist

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