Question: Into a Fortran code, The Fibonacci numbers can be generated from the relation F_n = 1/squareroot 5 [(1 + squareroot 5/2)^n - (1 - squareroot

Into a Fortran code, The Fibonacci numbers can be generated from

Into a Fortran code,

The Fibonacci numbers can be generated from the relation F_n = 1/squareroot 5 [(1 + squareroot 5/2)^n - (1 - squareroot 5/2)^n] n = 0, 1, 2, ... Generate the first 16 numbers present them to the screen as follows: F 0= 0 F 1= 1 F 2 = 1 F 3= 2 F 4 = 3 F 5= 5 F 6= 8 F 7= 13 F 8= 21 F 9= 34 F10= 55 F11= 89 F12= 144 F13= 233 F14= 377 F15= 610

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