I am trying to solve this example:
The following recursive function defines a linear affine difference equation $$x(n+1) = 1.4*x(n) + 0.2$$ $$x(0) = -1$$
- Find the first three values of the iteration?
- Which initial value y(0) would cause the iteration to remain constant?
Can you give me a hint how to calculate this quickly?(For example by using wolfram alpha)