Martin measures the weight of 1 sack of rice and obtained the following values: 49 5kg, 48.7kg, 49.8kg, 51.2kg. 50.6kg and 51.9kg, the standard weight of 1 sack of rice is 50kg. Compute the absolute...


Martin measures the weight of 1 sack of rice and obtained the following values: 49 5kg, 48.7kg, 49.8kg, 51.2kg. 50.6kg<br>and 51.9kg, the standard weight of 1 sack of rice is 50kg. Compute the absolute and relative uncertainty of the measured<br>values. (final answer format: Absolute uncertainty-<br>Relative uncertainty-<br>eminder use the t sign)<br>Answer<br>

Extracted text: Martin measures the weight of 1 sack of rice and obtained the following values: 49 5kg, 48.7kg, 49.8kg, 51.2kg. 50.6kg and 51.9kg, the standard weight of 1 sack of rice is 50kg. Compute the absolute and relative uncertainty of the measured values. (final answer format: Absolute uncertainty- Relative uncertainty- eminder use the t sign) Answer

Jun 04, 2022
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