- #1

- 3

- 0

## Main Question or Discussion Point

Hello all,

I am working on a Fortran90 code that will give me an approximation of a few mathematical constants. My code will compile and run, however, my outputs are given as 0.000000 for all constants that I am calculating in the loops. Any help would be greatly appreciated. My code is as follows:

PROGRAM HomeWorkOne_ProbOne

IMPLICIT NONE

! Computes an estimation of the exponential function, pi, and the Euler Constant

REAL :: e, EC, pi, n_factorial, x_factorial, gamma

INTEGER :: i, n, x

x = n + 3.0/2.0

n_factorial = 1.0

DO WHILE (n < 10)

DO i = 1, n

n_factorial = n_factorial * i

END DO

e = 1/n_factorial

END DO

DO WHILE (n < 10)

EC = (1.0/n) - (LOG(REAL(n)+1.0)-LOG(REAL(n)))

END DO

DO WHILE (x < 10)

DO i = 1, x

x_factorial = x * i

gamma = (2.0 * x_factorial)/(2.0 * n + 3.0)

END DO

DO i = 1, n

n_factorial = n_factorial * i

END DO

pi = (n_factorial)/((2**(n-(1.0/4.0)*Cos(3.14*(2.0*n+1.0))))+(3.0/4.0)*(3.14**((1.0/4.0)*Cos(3.14*(2*n+1))-(1.0/4.0)))*gamma)

END DO

PRINT *, "Approximate values of:"

PRINT *, "e =", e

PRINT *, "gamma =", EC

PRINT *, "Pi =", pi

PRINT *, "Actual values of :"

PRINT *, "e =", 2.71828182

PRINT *, "gamma =", 0.57721566

PRINT *, "Pi =", 3.14159265

END PROGRAM HomeWorkOne_ProbOne

Thanks for any help!!

I am working on a Fortran90 code that will give me an approximation of a few mathematical constants. My code will compile and run, however, my outputs are given as 0.000000 for all constants that I am calculating in the loops. Any help would be greatly appreciated. My code is as follows:

PROGRAM HomeWorkOne_ProbOne

IMPLICIT NONE

! Computes an estimation of the exponential function, pi, and the Euler Constant

REAL :: e, EC, pi, n_factorial, x_factorial, gamma

INTEGER :: i, n, x

x = n + 3.0/2.0

n_factorial = 1.0

DO WHILE (n < 10)

DO i = 1, n

n_factorial = n_factorial * i

END DO

e = 1/n_factorial

END DO

DO WHILE (n < 10)

EC = (1.0/n) - (LOG(REAL(n)+1.0)-LOG(REAL(n)))

END DO

DO WHILE (x < 10)

DO i = 1, x

x_factorial = x * i

gamma = (2.0 * x_factorial)/(2.0 * n + 3.0)

END DO

DO i = 1, n

n_factorial = n_factorial * i

END DO

pi = (n_factorial)/((2**(n-(1.0/4.0)*Cos(3.14*(2.0*n+1.0))))+(3.0/4.0)*(3.14**((1.0/4.0)*Cos(3.14*(2*n+1))-(1.0/4.0)))*gamma)

END DO

PRINT *, "Approximate values of:"

PRINT *, "e =", e

PRINT *, "gamma =", EC

PRINT *, "Pi =", pi

PRINT *, "Actual values of :"

PRINT *, "e =", 2.71828182

PRINT *, "gamma =", 0.57721566

PRINT *, "Pi =", 3.14159265

END PROGRAM HomeWorkOne_ProbOne

Thanks for any help!!