An astronaut on an unknown planet has a container filled with mercury (Pmercury=13600 kg) to a depth of 74.50cm. She inserts a gauge pressure sensor at the bottom of the container. If the gauge m³ pressure sensor reads 32800.00 Pa, what is the value of gravity on the unknown planet? m s² If the planet has no atmosphere, how would the absolute pressure compare with the gauge pressure? O Pabs Pgauge O Pabs>Pgauge O Pabs

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An astronaut on an unknown planet has a container filled with mercury (\(\rho_{\text{mercury}} = 13600 \, \text{kg/m}^3\)) to a depth of \(74.50 \, \text{cm}\). She inserts a gauge pressure sensor at the bottom of the container. If the gauge pressure sensor reads \(32800.00 \, \text{Pa}\), what is the value of gravity on the unknown planet?

\[
\boxed{ \quad } \, \text{m/s}^2
\]

If the planet has no atmosphere, how would the absolute pressure compare with the gauge pressure?

- \(P_{\text{abs}} = P_{\text{gauge}}\)
- \(P_{\text{abs}} > P_{\text{gauge}}\)
- \(P_{\text{abs}} < P_{\text{gauge}}\)
Transcribed Image Text:An astronaut on an unknown planet has a container filled with mercury (\(\rho_{\text{mercury}} = 13600 \, \text{kg/m}^3\)) to a depth of \(74.50 \, \text{cm}\). She inserts a gauge pressure sensor at the bottom of the container. If the gauge pressure sensor reads \(32800.00 \, \text{Pa}\), what is the value of gravity on the unknown planet? \[ \boxed{ \quad } \, \text{m/s}^2 \] If the planet has no atmosphere, how would the absolute pressure compare with the gauge pressure? - \(P_{\text{abs}} = P_{\text{gauge}}\) - \(P_{\text{abs}} > P_{\text{gauge}}\) - \(P_{\text{abs}} < P_{\text{gauge}}\)
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