Matlab

The Fibonacci sequence is an integer sequence calculated by adding previous numbers togetheir to calculate the next value. This is represented mathematically by saying that Fn Fn-1 + Fn-2 (where Fn is the nth value in the sequence F). The Fibonacci sequence starts with the numbers 0 and 1, Fibonacci sequence: F3 10 (or User (or User Input) Input) 1 13 21 34 Write a code that asks the user how many values they would like to calculate, then find the Fibonacci sequence to that many values. Display the sequence to the command window as a column by using a for loop. Bonus: The Fibonacci sequence is also closely related to the "Golden-ratio" (1.618...). You can approximate the golden-ratio by dividing any number in the Fibonacci sequence by the previou:s number, Gest -Fn/Fn-1. The longer the Fibonacci sequence, the more accurate this approximation becomes. Fs/F4 1.5 F10/F9 1.619 Ask the user how many decimals of accuracy they would like to calculate the Golden ratio to. Then start a Fibonacci sequence and continue calculating until you have reached the desired accuracy. Once you have done so, output the number of values in your Fibonacci sequence and the approximate value of the golden ratio shown to the number of requested decimals (up to The exact value of the golden ratio can be calculated from Gexact (1sqrt(5))/2