If Vis the volume, and d is the specific gravity, of a gas at to and b mm. mercury, then the volume at 0° and 760 mm. = √o, and the specific gravity = d; and -20 0.99268 9.99681 +12.5 1.04575 0.01943 +26-5 1.09699 0.04021 13.0 1.04758 0.02019 1.5 0.99451 9-99761 1.0 0.99634 9.99841 0.5 0.99817 9.99920 0.0 1.00000 0.00000 +0.5 1.00183 0.00079 1.0 1.00366 0.00159 1.5 1.00549 0.00238 2.0 1.00732 0.00347 2.5 1.00915 0.00397 3.0 1.01098 0.00474 3.5 1.01281 0.00553 4.0 101464 0.00631 4.5 1.01647 0.00710 19.0 1.06954 0.02921 5.0 1.01830 0.00788 19.5 1.07137 0.02995 5.5 1.02013 0.00865 20.0 1.07320 0.03068 6.0 1.02196 0.00943 20.5 1.07503 0.03142 6.5 1.02379 0.01022 21.0 1.07686 0.03216 7.0 1.02562 0.01099 21.5 1.07869 0.03290 7.5 1.02745 0.01177 22.0 1.08052 0.03363 8.0 1.02928 0.01253 22.5 1.08235 0.03437 8.5 1.03111 0-01330 23.0 1.08418 0.03510 9.0 1.03294 0.01407 23.5 1.08601 0.03583 9.5 1.03477 0.01484 24.0 1.08784 0.03656 10.0 1.03660 0.01561 24.5 1.08967 0.03729 10.5 1.03843 0.01639 25.0 1.09150 0.03802 11.0 1.04026 0.01714 25.5 1.09333 0.03875 11.5 1.04209 0.01790 26.0 1.09516 0.03948 12.0 1.04392 0.01867 27.0 1.09882 0.04093 27.5 1.10065 0.04165 28.0 1.10248 0.04237 28.5 1.10431 0.04309 29-0 1-10614 0.04381 29.5 1.10797 0.04453 30.0 1.10980 0.04524 30.5 1.11163 0.04595 31.0 1.11346 0.04667 31.5 1.11529 0.04738 32.0 1.11712 0.04810 32.5 1.11895 0.04881 33.0 1.12078 0.04952 33.5 1.12261 0.05022 34.0 1.12444 0.05094 34.5 1.12627 0.05164 35.0 1.12810 0.05235 35.5 1.12993 0.05305 36.0 1.13176 0.05375 36.5 1.13359 0.05446 37.0 1.13542 0.05516 37.5 1.13725 0.05585 38.0 1.13908 0.05655 38.5 1.14901 0.05725 39.0 1.14274 0.05795 39.5 1.14457 0.05864 40.0 1.14640 0.05933 |