Let the curve y=y(x) be the solution of ...

Let the curve `y=y(x)` be the solution of the differential equation,`(dy)/(dx)=2(x+1)` .If the numerical value of area bounded by the curve `y=y(x)` and `x` -axis is `(4sqrt(8))/(3)`, then the value of `y(1)` is equal to

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