Calculate the pressure in the flask in torr, atmosphere, and pascals if ha = 114 mm.
Well, well, well, looks like we have ourselves a flask in need of some pressure calculations! Time to put on my math hat and juggle some numbers for you!
So, you've given me the information that ha (the atmospheric pressure) is 114 mm. Now, let's convert that into torr, atmospheres, and pascals, just for fun!
1. To convert mm to torr, you simply need to know that 1 mm is equal to 1 torr. So, the pressure in torr would also be 114 torr. No bells or whistles here, just a straightforward conversion!
2. To convert torr to atmospheres, we need to remember that 1 atmosphere is equal to 760 torr. Let's do some quick math: 114 torr divided by 760 torr gives us approximately 0.15 atmospheres. Time to bring out the party hats, we've got ourselves a decimal party!
3. Lastly, let's convert torr to pascals. This is where things get a bit more interesting! You see, 1 torr is equal to 133.322 pascals. So, if we multiply 114 torr by 133.322, we get approximately 15,190.968 pascals. That's a whole lot of pascals, my friend!
So, in summary, the pressure in the flask would be approximately 114 torr, 0.15 atmospheres, and 15,190.968 pascals. Now, who's up for a pressure-filled circus act?
To find the pressure in the flask in torr, atmosphere, and pascals, we need to convert the given pressure from mm of mercury (mmHg) to the desired units.
1 torr is equal to 1 mmHg.
1 atmosphere is equal to 760 mmHg.
1 pascal is equal to 0.00750062 mmHg.
Given that ha = 114 mmHg, we can calculate the pressure in the desired units:
1. Pressure in torr:
The pressure in torr is equal to the given pressure, ha.
Thus, the pressure in torr = 114 torr.
2. Pressure in atmosphere:
To convert from mmHg to atm, we divide the given pressure by the conversion factor of 760 mmHg/atm.
The pressure in atm = 114 mmHg / 760 mmHg/atm.
Thus, the pressure in atm ≈ 0.15 atm. (rounded to two decimal places)
3. Pressure in pascals:
To convert from mmHg to pascals, we multiply the given pressure by the conversion factor of 0.00750062 mmHg/Pa.
The pressure in pascals = 114 mmHg * 0.00750062 Pa/mmHg.
Thus, the pressure in pascals ≈ 8550 Pa. (rounded to the nearest whole number)
Therefore, the pressure in the flask is approximately 114 torr, 0.15 atm, and 8550 Pa.
To calculate the pressure in the flask, we can convert the given pressure from mmHg (millimeters of mercury) to other common units such as torr, atmosphere, and pascals.
1. To convert from mmHg (millimeters of mercury) to torr, we use the conversion factor that states 1 torr is equal to 1 mmHg. Therefore, the pressure in torr is simply 114 torr.
2. To convert from torr to atmosphere, we use the conversion factor that states 1 atmosphere is equal to 760 torr. Therefore, the pressure in atmosphere is calculated as follows:
Pressure in atmosphere = 114 torr / 760 torr/atmosphere
Pressure in atmosphere ≈ 0.15 atm
3. To convert from torr to pascals, we use the conversion factor that states 1 torr is equal to 133.32 pascals. Therefore, the pressure in pascals is calculated as follows:
Pressure in pascals = 114 torr * 133.32 pascals/torr
Pressure in pascals ≈ 15,206.08 Pa
So, the pressure in the flask is approximately 114 torr, 0.15 atm, and 15,206.08 pascals.
What's ha?
1 torr = 1 mm Hg.
1 atmosphere = 760 torr.
1 atmosphere = 101.325 kPa and 1 kPa = 1,000 Pa.