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$x = 1 +- 0.1; $y = 2 +- 0.1; calculate $x * $y; |
Here we would expect the error in the result to be
2 * sqrt( (0.1/1)**2 + (0.1/2)**2)
, or 0.2236
, according to the
usual technique of error propagation. The result from Epc is
Result without perturbation: 2 Result with symmetric tails: 1.99977 +- 0.223437 Result with asymmetric tails: 1.99977 (1.78026 to 2.22714) |
which agrees reasonably.