(Write the answer in your own handwriting, scan and then upload the pdf file only) 1. Solve the differential equation us
Posted: Tue Nov 16, 2021 6:46 am
question
(Write the answer in your own handwriting, scan and then upload the pdf file only) 1. Solve the differential equation using Frobenius Method 2x(1 – x)y" +(5 – 7x)y' – 3y = 0. (12 Marks) 0 for - 1<x< 0 2. Find the Fourier series for the function: f(x) = (12 Marks) 2x for 0<x<T 1 for (x{<a] 3. Determine the Fourier transform of f (x) = Lo for (xl<a (6 Marks)
Only the third (Write the answer in your own handwriting, scan and then upload the pdf file only) 1. Solve the differential equation using Frobenius Method 2x(1 – x)y" +(5 – 7x)y' – 3y = 0. (12 Marks) 0 for - 1<x< 0 2. Find the Fourier series for the function: f(x) = (12 Marks) 2x for 0<x<T 1 for (x{<a] 3. Determine the Fourier transform of f (x) = Lo for (xl<a (6 Marks)