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səhifə | 68/177 | tarix | 14.11.2019 | ölçüsü | 4,05 Mb. | | #29584 |
| C fakepathC fakepathFIZIKADAN LABORATORIYA KITABI
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alınır. Eyni həcmə malik olan müxtəlif mayelər kapilyar boru ilə axarkən mayelərin daxili sürtünmə əmsalından asılı olaraq
onların axma müddətləri də müxtəlif olacaqdır. Götürülmüş iki mayedən birinci maye üçün
![](data:image/png;base64,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)
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