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17 gets approximated to 2 bits by rationalapprox with 16 which is correct.
17 gets approximated to 15 bits by rationalapprox with 17 which is correct.
double(pi) gets approximated to 15 bits by rationalapprox with 355 / 113 which is correct.
tripledouble(pi) gets approximated to 150 bits by rationalapprox with 124501831084886682872033 / 39630163682303811490688 which is correct.
Caught a message stating that the precision is not large enough.
Caught a message stating that the command cannot be handeled.
double(pi) gets approximated to 1 bits by rationalapprox with error which is correct.
Caught a message stating that the precision is not large enough.
Caught a message stating that the command cannot be handeled.
double(pi) gets approximated to 0 bits by rationalapprox with error which is correct.
double(pi) gets approximated to 2 bits by rationalapprox with 3 which is correct.
Caught a message stating that the precision is not large enough.
Caught a message stating that the command cannot be handeled.
double(pi) gets approximated to -2 bits by rationalapprox with error which is correct.
0.100000000000000005551115123125782702118158340454102 gets approximated to 10 bits by rationalapprox with 1 / 10 which is correct.
0.100000000000000005551115123125782702118158340454102 gets approximated to 100 bits by rationalapprox with 0.100000000000000005551115123125782702118158340454102 which is correct.
tripledouble(1329 / 5971) gets approximated to 20 bits by rationalapprox with 1329 / 5971 which is correct.
0 gets approximated to 17 bits by rationalapprox with 0 which is correct.
Caught a message stating that a constant expression was given instead of a constant.
10 * (pi) / 59 gets approximated to 6 bits by rationalapprox with 7 / 13 which is correct.
Caught a message stating that a constant expression was given instead of a constant.
sin(10 * (pi) / 59) gets approximated to 7 bits by rationalapprox with 33 / 65 which is correct.
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