| // Copyright 2009 the Sputnik authors. All rights reserved. |
| // This code is governed by the BSD license found in the LICENSE file. |
| |
| /*--- |
| info: | |
| If x is less than or equal to -0 and x is greater than or equal to -0.5, |
| Math.round(x) is equal to -0 |
| es5id: 15.8.2.15_A7 |
| description: > |
| `Math.round(x)` differs from `Math.floor(x + 0.5)`: |
| |
| 1) for values in [-0.5; -0] |
| 2) for 0.5 - Number.EPSILON / 4 |
| 3) for odd integers in [-(2 / Number.EPSILON - 1); -(1 / Number.EPSILON + 1)] or in [1 / Number.EPSILON + 1; 2 / Number.EPSILON - 1] |
| ---*/ |
| assert.sameValue( |
| 1 / Math.round(-0.5), |
| 1 / -0, |
| 'The result of evaluating (1 / Math.round(-0.5)) is expected to be 1 / -0' |
| ); |
| |
| assert.sameValue( |
| 1 / Math.round(-0.25), |
| 1 / -0, |
| 'The result of evaluating (1 / Math.round(-0.25)) is expected to be 1 / -0' |
| ); |
| |
| assert.sameValue(1 / Math.round(-0), 1 / -0, 'The result of evaluating (1 / Math.round(-0)) is expected to be 1 / -0'); |
| |
| var x = 0; |
| |
| // CHECK#4 |
| x = 0.5 - Number.EPSILON / 4; |
| assert.sameValue(1 / Math.round(x), 1 / 0, 'The result of evaluating (1 / Math.round(x)) is expected to be 1 / 0'); |
| |
| // CHECK#5 |
| x = -(2 / Number.EPSILON - 1); |
| assert.sameValue(Math.round(x), x, 'Math.round(-(2 / Number.EPSILON - 1)) returns x'); |
| |
| // CHECK#6 |
| x = -(1.5 / Number.EPSILON - 1); |
| assert.sameValue(Math.round(x), x, 'Math.round(-(1.5 / Number.EPSILON - 1)) returns x'); |
| |
| // CHECK#7 |
| x = -(1 / Number.EPSILON + 1); |
| assert.sameValue(Math.round(x), x, 'Math.round(-(1 / Number.EPSILON + 1)) returns x'); |
| |
| // CHECK#8 |
| x = 1 / Number.EPSILON + 1; |
| assert.sameValue(Math.round(x), x, 'Math.round(1 / Number.EPSILON + 1) returns x'); |
| |
| // CHECK#9 |
| x = 1.5 / Number.EPSILON - 1; |
| assert.sameValue(Math.round(x), x, 'Math.round(1.5 / Number.EPSILON - 1) returns x'); |
| |
| // CHECK#10 |
| x = 2 / Number.EPSILON - 1; |
| assert.sameValue(Math.round(x), x, 'Math.round(2 / Number.EPSILON - 1) returns x'); |