Let V $=\{(01,02)$: oi$,$a $2$ R$\}.$ For $($ai$,$a $2),(6$i$,62)$ V and c $$ R$.$

define

$($a$,\backslash .$a$2)+(6]\mathrm{.}62)=($ai $+26$i$.$a$-2+3$b$2)$ and c$\{$a$.\backslash ,$a$2)=($cai$,$ca$2)-$

Is V a vector space over R with these operations? Justify your answer