Please help!

||. Use the graph and the given values to find the values of the definite integrals. Show your work calculating areas A and D. Do not try to calculate areas B and C. For problem [3] first use properties of Definite Integrals to write the given integral as a combination of four nonzero definite integrals. Then simplify your results. Use proper notation throughout your solutions. [1] I 1'0de [2] f(x)dx [3] I f (10019: I\". Use the graph off given below. II II II II II II II !I =2 I Please use integer values for v-coordinates of points. IIIIIIIII IIIIIIIII IIIIIIIIII .IIIIIIIIII IEIIIIIIII IIEIIIIIII III III III III III III III E\"- I\". I\". HI I i I! II II I i) Write down the General formula for the Riemann sum for function f over [a, b] with n subintervals and sample point xi\" in subinterval [365-1, xi] ii) Expand the Riemann sum. Write out the terms using function notation. iii) Rewrite the Riemann sum again,plugging in the following sample points in your results from ii). x; = 1.5, x; = 3.6, x; = 5. iv) Use the graph off to find the Riemann sum for f on the interval [0,6] with 3 subintervals. With the sample points: x; = 1.5, x; = 3.6, x; = 5. v) Sketch the corresponding rectangles on the given graph. Check your answer from part iv) by finding the area of each rectangle. Add those areas here