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Define a Relation RR From R\mathbf { R } To R\mathbf { R }

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Define a relation RR from R\mathbf { R } to R\mathbf { R } as follows: For all (x,y)R×R,(x,y)R( x , y ) \in \mathbf { R } \times \mathbf { R } , ( x , y ) \in R if, and only if, x=y2+1x = y ^ { 2 } + 1 .
(a) Is (2,5)R( 2,5 ) \in R ? Is (5,2)R( 5,2 ) \in R ? Is (-3) RR 10? Is 10R(3)10 R ( - 3 ) ?
(b) Draw the graph of RR in the Cartesian plane.
(c) Is RR a function from R\mathbf { R } to R\mathbf { R } ? Explain.

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