This is to be done in matlab.

2) Find the largest value of x before the series approximation given by 1 +x + + exceeds 3000, where is a positive integer. Use a while loop to 2 6 perform the calculation. 3) The n th Fibonacci number is defined by the following recursive equations: f (1) 1 f (2) 2 f(n) = f(n-1)+f(n-2) Therefore, f (3) f(2) +f(1) 3, and so forth for higher numbers. Write an M-file to calculate and output the nthFibonacci number for n> 2, where n is input by the user. Use a while loop to perform the calculation. 4) Write a MATLAB program, with while loop, to evaluate the function y(x) = InTr for user-specified value(s) of in such a way that the program repeats the calculation for each legal value of x entered into the program. When an illegal value of x is entered, terminate the program. Any x 2 1 is considered an illegal value. 5) The geometric mean of a set of numbers X1 through xn is defined as the n th root of the product of the numbers: Geometric mean = Vxx2x3m xn