Discuss the below:
Q: Simulate the number π. Simulate n uniformly distributed random points in the square K={-1 oo. Then use 4m/n as an estimate of pi. Plot 4m/n as a function of n and check that it converges to pi as n →∞. How big n should be (give a 'ball park's figure') in order for 4m/n to get within ε = 0.001 from π? (Use the central limit theorem.) simulation, modeling, simulating