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- solved with delta dirac function and partial fractionsAbox with a rectangular bottom and no top is to be made from the rectangular pieces of material 40cm long and 26cm wide by cutting equal size squares and bending up the sides. What should the squares to obtain abox with the largest volume?Find the solution using Cholesky’s method. Not using gausse elimination
- A company applies a clear glaze finish on the outside of the ceramic bowls it produces. The bowl corresponds to the bottom half of a sphere which is created by rotating the circle x2 + y2 = 16 around the x-axis. The finish is to be 0.2 cm thick, and the company wants to create 3000 bowls. Use the fact that 1 L = 1000 cm3 to calculate how many liters of finish are required. Assume that all specifications for the bowl are in cm. OPTIONS: 1) 1.51 L of finish 2) 150.8 L of finish 3) 60.32 L of finish 4) 30.16 L of finishCalc 2 Solve the attached integral substitution problem, thank you in advanceIntegrate by Gaussian quadrature (n=3).