We define the floor function ⌊x⌋\lfloor x\rfloor⌊x⌋ to be equal to the largest integer less than or equal to xxx, so that ⌊2⌋=2\lfloor2\rfloor=2⌊2⌋=2 and ⌊103⌋=3\lfloor\frac{10}3\rfloor=3⌊310⌋=3. Which of the following is a graph of f(x)=⌊x+12⌋sin(πx+π2)?f(x)=\left\lfloor x+\frac12\right\rfloor\sin\left(\pi x+\frac\pi2\right)?f(x)=⌊x+21⌋sin(πx+2π)? AGraph 1BGraph 2CGraph 3DGraph 4