quad_openmp(): FORTRAN90 version Use OpenMP for parallel execution. Estimate the integral of f(x) from A to B. f(x) = 50 / ( pi * ( 2500 * x * x + 1 ) ). A = 0.00000 B = 10.0000 N = 10000000 Exact = 0.499363 Estimate = 0.499371 Error = 0.790784E-05 Time = 0.186368 quad_openmp(): Normal end of execution. 25 March 2023 9:31:25.428 AM quad_openmp(): FORTRAN90 version Use OpenMP for parallel execution. Estimate the integral of f(x) from A to B. f(x) = 50 / ( pi * ( 2500 * x * x + 1 ) ). A = 0.00000 B = 10.0000 N = 10000000 Exact = 0.499363 Estimate = 0.499371 Error = 0.790784E-05 Time = 0.897896E-01 quad_openmp(): Normal end of execution. 25 March 2023 9:31:25.519 AM quad_openmp(): FORTRAN90 version Use OpenMP for parallel execution. Estimate the integral of f(x) from A to B. f(x) = 50 / ( pi * ( 2500 * x * x + 1 ) ). A = 0.00000 B = 10.0000 N = 10000000 Exact = 0.499363 Estimate = 0.499371 Error = 0.790784E-05 Time = 0.452827E-01 quad_openmp(): Normal end of execution. 25 March 2023 9:31:25.566 AM quad_openmp(): FORTRAN90 version Use OpenMP for parallel execution. Estimate the integral of f(x) from A to B. f(x) = 50 / ( pi * ( 2500 * x * x + 1 ) ). A = 0.00000 B = 10.0000 N = 10000000 Exact = 0.499363 Estimate = 0.499371 Error = 0.790784E-05 Time = 0.255038E-01 quad_openmp(): Normal end of execution. 25 March 2023 9:31:25.593 AM quad_openmp(): FORTRAN90 version Use OpenMP for parallel execution. Estimate the integral of f(x) from A to B. f(x) = 50 / ( pi * ( 2500 * x * x + 1 ) ). A = 0.00000 B = 10.0000 N = 10000000 Exact = 0.499363 Estimate = 0.499371 Error = 0.790784E-05 Time = 0.188335E-01 quad_openmp(): Normal end of execution. 25 March 2023 9:31:25.614 AM