The following steps are the manual calculation for a numerical integration method to solve the following single integral j Vsin"(x) +1 for step size h=0.5. Step 1: Identify all x, from 0 until 3 with step size h=0.5 starting with i=0. Xo = 0.0, x, = 0.5, x2 =1.0, x3 = 1.5, x2 = 2.0, x5 = 2.5, Xo = 3.0 Step 2: Compute f(x)=sin(x)+1 for each x;. x f(x)=sin(x))+1 0.0 1 0.5 1.053658 1.0 1.263259 1.5 1.411561 2.0 1.323566 2.5 1.101977 3.0 1.001404 Step 3: Approximate the integral by using the following formula. 6-1 +SxJ +2ES(x)) 1- ( | . 0.5 (1+1.001404+ 2(1.053658+1.263259 +1.411561+1.323566 +1.101977)) I 3.577362 Based on the manual calculation, develop the Python codes that use NumPy library. Display the final output in six decimal places