Write a program to find the eigenvalues

Reference no: EM132701157

Assessment - programming exercises:

Set 1 Choose two of these programming exercises:

- Write a program to find the Eigenvalues of a n-by-n matrix. (bonus mark for the case that you can make it work for any n?N; if you can't simplify it for n=2,3,4)
- Write a program to calculate Integral of a function. (bonus mark for the case that you can make it work for most functions; if you can't simplify the function to be polynomial)
- Write a program that gets two sets and draws Venn diagram of those sets (their intersection and union).
- Write a program to decide if a relation is a function or not and if it is a function, find its domain and range.

Set 2

Choose two of these programming exercises:

- Refer to this paper:
And write a program that calculates the gradient for RRBF_type1 or RRBF_type2 (choose the one which you prefer).
- Write a program to determine if a set of randomly produced data has a normal distribution or not (You can produce 1000 data points randomly and run your code on it).
- Write a program that displays the behaviour of these two functions in the interval of [-1,1] (analyse their behaviour as x and y approach zero); f1 = sinx/x, f2 = sinx/x x siny/y
- Write a programme based on a recursive function to calculate the determinant of an nxn matrix.

Reference no: EM132701157

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