Computer Science  MATLAB
posted by George .
I guess it was skipped
One interesting property of a Fibonacci sequence is that the ratio of the values of adjacent members of the sequence approach a number called “the golden ratio” or PHI. Create a program that accepts the first two numbers of a Fibonacci sequence as a user input and then calculates additional values in the sequence until the ratio of adjacent values converges to within 0.001. You can do this in a WHILE loop by comparing the ratio of element k to element k1 and the ratio of element k1 to element k2. If you call your sequence x, then the code for the WHILE statement is
while abs(x(k)/x(k1) – x(k1)/x(k2))>0.001
I think I'm doing something wrong... Here's my attempt at a solution
a=input('Please enter the first two numbers of the Fibonacci sequence in "[# #]" form. Do not enter [0 1] or [1 1]. Your free to enter anything else though.');
x=[a ones(1,100000)];
z=3;
while abs(x(z)/x(z1)x(z1)/x(z2))>0.001
x(z)=x(z2)+x(z1);
z=z+1;
end
g=x(find(x>1));
Respond to this Question
Similar Questions

maths! please help me it is an emergency!!!!!!!!!!
what is the fibonacci sequence and what is its relationship to the golden ratio? 
maths
The common ratio r of a geometric sequence satisfies the quadratic equation 2r squared  3r 2 = 0. If the sum to infinity of the same sequence is 6, explain why, in this case, r can only take on one value, and hence state the common … 
math
The Fibonacci sequence of numbers begins 1,1,2,3,5,8,13,21,34,55,…and continues by the rule: every number is the sum of the two previous numbers. a. Determine the next five (eleventh through fifteenth) elements of this sequence. … 
Computer Science  MATLAB
One interesting property of a Fibonacci sequence is that the ratio of the values of adjacent members of the sequence approach a number called “the golden ratio” or PHI. Create a program that accepts the first two numbers of a Fibonacci … 
Math (fibonacci
A sequence of numbers is called a Fibonaccitype sequence if each number (after for the first two) is the sum of the two numbers which precede it. For example, 1, 1, 2, 3, 5, 8 ... is a Fibonacci type sequence. If 1985, x, y, 200 … 
Precalculus
Hello, Consider a geometric sequence with t3= 18 and t7= 1458. Are there one or two values for the common ratio? 
probability
Problem 3: Checking the Markov property For each one of the following definitions of the state Xk at time k (for k=1,2,…), determine whether the Markov property is satisfied by the sequence X1,X2,…. A fair sixsided die (with sides … 
precalculus urgent
Please help me here as well to clarify more my understanding. Let a1, a2, a3, . . . be a geometric sequence with initial term a and common ratio r. Show that a1^2, a2^2, a3^2, . . . is also a geometric sequence by finding its common … 
Fibonacci Sequence
The sequence < un > is defined by the recurrence Un+1 = 3Un+1\5Un+3 initial condition of u1 = 1: Need to show un in terms of Fibonacci / Lucas numbers 
Maths
The Fibonacci sequence 1, 1, 2, 3, 5, 8, 13, 21, ... starts with two 1s, and each term afterwards is the sum of its two predecessors. Which one of the ten digits is the last to appear in the units position of a number in the Fibonacci …