Q8Single correct1 Mark4 Jan 2026Let f:R2→Rf: \mathbb{R}^{2} \to \mathbb{R}f:R2→R be a real-valued function defined as f(0,y)=y+1f(0, y) = y + 1f(0,y)=y+1 and f(x+1,y)=f (x,f(x,y))+x.f(x + 1, y) = f\!\left(x, f(x, y)\right) + x.f(x+1,y)=f(x,f(x,y))+x. What is the value of f(2,2)f(2, 2)f(2,2)?A6B7CNone of the other options is correctD5E4