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A tank is moving with a constant acceleration up a 30° inclined plane, as in the image. Assume rigid- body motion and the values of x and y are 17.1 cm and 33.9 cm. a? Pa 100 cm 30° Determine the gage pressure at point A if the fluid is mercury at 20°C (p=13550 kg/m³).

A tank is moving with a constant acceleration up a 30° inclined plane, as in the image. Assume rigid- body motion and the values of x and y are 17.1 cm and 33.9 cm. a? Pa 100 cm 30° Determine the gage pressure at point A if the fluid is mercury at 20°C (p=13550 kg/m³).

Elements Of Electromagnetics
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
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! Required information A tank is moving with a constant acceleration up a 30° inclined plane, as in the image. Assume rigid- body motion and the values of x and y are 17.1 cm and 33.9 cm. a? Pa 100 cm 30° ·x Determine the gage pressure at point A if the fluid is mercury at 20°C (p=13550 kg/m³).
Transcribed Image Text:! Required information A tank is moving with a constant acceleration up a 30° inclined plane, as in the image. Assume rigid- body motion and the values of x and y are 17.1 cm and 33.9 cm. a? Pa 100 cm 30° ·x Determine the gage pressure at point A if the fluid is mercury at 20°C (p=13550 kg/m³).
! Required information A tank is moving with a constant acceleration up a 30° inclined plane, as in the image. Assume rigid- body motion and the values of x and y are 17.1 cm and 33.9 cm. 100 cm 30° Determine the acceleration 'a' in m/s². m/s² The fluid accelerates in the (Click to select)) direction. (Click to select) upward downward
Transcribed Image Text:! Required information A tank is moving with a constant acceleration up a 30° inclined plane, as in the image. Assume rigid- body motion and the values of x and y are 17.1 cm and 33.9 cm. 100 cm 30° Determine the acceleration 'a' in m/s². m/s² The fluid accelerates in the (Click to select)) direction. (Click to select) upward downward
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