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DO QUESTION TWO ( 2 ) all parts

following table. Specimen Effective NormalShear Stress at Failure Stress (psf(psf) 500 1000 2000 385 750 1510 1. Interpretation of direct shear test results (7 pts) Plot the three data points (A, B, and C) and determine the effective stress friction angle, If you decide to perform another test with an effective normal stress of 1500 psf, what do you predict the shear stress at failure will be? a. for the soil. b. One zone of an embankment dam will be built from the sand tested in Problem 1. At Point P in the dam, the total major principal stress is 4773 psf and the total minor principal stress is 1750 psf. The pore water pressure is 750 psf 2. Use of direct shear test results (15 pts) Plot the total and effective stress Mohr circle for Point P. Compare the effective stress Mohr circle to your results from Problem 1. What can you conclude about the state of the soil at Point P? Calculate the effective normal stress and shear stress on planes oriented at angles, the major principal stress acts. Summarize your results in a table. Calculate the shear strength on each of the planes from Part c. Compare these values to the shear stresses for each plane. What is the lowest ratio of shear strength to shear stress at Point P? What is the angle, α, for this plane? a. b. c. a, of 0, 15, 30, 45, 60, 75, and 90 degrees from the plane on which d. e.
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