How Do You Solve These Two Pressure Calculation Problems?

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To solve the first pressure calculation problem, the absolute pressure in the chamber can be determined by converting the vacuum gauge reading to absolute pressure using the local atmospheric pressure. The correct calculation yields an absolute pressure of 1.4230 x 10^5 Pa. For the second problem, the pressure at point 1 involves calculating the contributions from each fluid layer based on their densities and heights, resulting in a total pressure of 111.40732 kPa. If the online quiz system does not accept these answers, it may be due to formatting issues or typos in the submission. Ensuring correct units and significant figures is crucial for successful answer acceptance.
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I'm doing an online quiz for my course, however the system does not accept my answers for these 2 problems. Could you tell me how to solve them.

1. If a vacuum gauge connected to a chamber gives a reading of 41 kPa where the local atmospheric pressure is given as 1.01325 bar, what is the absolute pressure in the chamber? Give your answer in Pa and correct to 4 significant figures in scientific notation eg 4.535e4 uses four significant figures but 4.5350e4 uses five.

My answer was 1.423x10^5 Pa



2. If the fluids contained in a container are layered from the bottom to the top as shown.
http://www.picvalley.net/u/43/10566_493.JPG
What is the pressure at point 1 given fluid 1 has a density of 622kg/m3 and h1 is 210mm, fluid 2 has a density of 952 kg/m3 and h2 is 84mm and fluid 3 has a density of 13,637 kg/m3 and h3 is 60mm. Take g = 9.8m/s, Patm = 1.01325 bar and give your answer in kPa correct to 5 significant figures.

My answer here was 111.40732 kPa
 
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The answers to both questions are correct. If the system is not accepting your answers, it may be due to a formatting issue or a typo. Make sure you are using the correct units and that your answer is in the correct format. Additionally, double check that all of your numbers are correct and that you are not making any typos.
 
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