The number pattern for the algebraic expression x2 + 1 is
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Step-by-step explanation:
⎜⎛⎝⎜1/2−β+β2−4δα−−−−−−−−√α⎞⎠⎟i−⎛⎝⎜−1/2β+β2−4δα−−−−−−−−√α⎞⎠⎟i⎞⎠⎟⎟(β2−4δα−−−−−−−−√)−1((1/2−β+β2−4δαα)i−(−1/2β+β2−4δαα)i)(β2−4δα)−1
What exactly is the connection between the above formula and
x2−x−cx2−x−c
c being a constant. I know about linear recursion, but I don't understand why the Fibonacci Numbers are associated with
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