MATH08013: Use an appropriate Taylor series to write a MATLAB function M-file that approximates π(π₯) = sin(2π₯): Maths Assignment, UCC, Ireland
| University | University College Cork (UCC) |
| Subject | MATH08013: Maths Assignment |
Question 1.
Find Taylor series for π(π₯) = ln(π₯) at x=1.
Use MATLAB to plot π(π₯) = ln(π₯) for π₯ β (0, 5], along with Taylor approximations around π₯ = 1 with π = 0, 2, 4, 6.
Question 2.
Find Taylor series for π(π₯) = sin(2π₯) at π₯ = π
Use an appropriate Taylor series to write a MATLAB function M–file that approximates π(π₯) = sin(2π₯) for all x with a maximum error of 0.01. That is, your M–file should take values of x as input, and return values of sin(2π₯) as output, but should not use MATLABβs built–in sine function i.e., sin.m. Hint. You might find MATLABβs built–in function mod useful in dealing with the periodicity.
Are You Searching Answer of this Question? Request Ireland Writers to Write a plagiarism Free Copy for You.
Seeking help with your MATH08013 Maths Assignment? Our Irish assignment help service has you covered. Let our experts handle it with our do my assignment for me option. Stay focused on learning while we take care of the rest. Stress-free academic success is just a click away.
