Divers often inflate heavy duty balloons attached to salvage items on the sea floor. If a balloon is filled to a volume of 3.00 L at a pressure of 2.50 atm, what is the volume of the balloon when it reaches the surface?
7.50
i think this is right but im not sure feel free to correct me if i am wrong
Divers often inflate heavy duty balloons attached to salvage items on the sea floor. If a balloon is filled to a volume...
Divers often inflate heavy duty balloons attached to salvage items on the sea floor. If a balloon is filled to a volume of 1.74 L at a pressure of 4.50 atm, what is the volume of the balloon when it reaches the surface and the pressure is 1.00 atm? (Assume there is no temperature difference between the sea floor and the surface) O 2.59 0 7,831 O none of these answer choices 0 0.387L 6.83
Please explain the process of solving the problem. 1) Divers often inflate heavy duty balloons attached to salvage items on the sea floor. If a balloon is filled to a volume of 3.00 L at a pressure of 2.50 atm, what is the volume of the balloon when it reaches the surface? 7.50 L 1.20 L 0.833 L 5.50 L 2) What is the final volume of a balloon that was initially 500.0 mL at 25°C and was then heated...
4. A balloon filled with helium has a volume of 1.28x103 L at sea level where the pressure is 0.998 atm and the temperature is 31°C. The balloon is taken to the top of a mountain where the pressure is 0.753 atm and the temperature is - 25°C. What is the volume of the balloon at the top of the mountain?
A helium-filled balloon escapes a child's hand at sea level and 22.9 C. When it reaches an altitude of 3600 m , where the temperature is 4.9 C and the pressure is only 0.68 atm , how will its volume compare to that at sea level?
A helium-filled balloon escapes a child’s hand at sea level and 20.0°C. When it reaches an altitude of 3600m, where the temperature is 5.0°C and the pressure only 0.68 atmospheres (atm), how will its volume compare to that at sea level? Hint: Assume helium is an Ideal Gas. Note that at sea level, the atmospheric pressure is 1.0 atm. show all work please
A gas-filled balloon with a volume of 2.10 L at 1.20 atm and 20°C is allowed to rise to the stratosphere (about 30 km above the surface of the Earth), where the temperature and pressure are −23°C and 3.00×10−3 atm, respectively. Calculate the final volume of the balloon.
Helium-filled balloons are used to carry scientific instruments high into the atmosphere. Suppose a balloon is launched when the temperature is 22.5 °C, and the barometric pressure is 751 mm Hg. If the balloon’s volume is 4.34×104 L (and no helium escapes from the balloon), what will the volume be at a height of 20 miles, where the pressure is 76.0 mm Hg, and the temperature is -33.0 °C
A balloon filled with 2.00 L of helium initially at 1.35 atm of pressure rises into the atmosphere. When the surrounding pressure reaches 500. mmHg, the balloon will burst. If 1 atm = 760. mmHg, what volume will the balloon occupy in the instant before it bursts?
A balloon filled with helium has a volume of 5.20 L and a pressure of 1248 mmHg when it is inflated on a cool 56 degree F morning. It is ties to a mailbox in the sun, and the balloon heats up to a temperature of 95 degree F and the pressure increases to 2.00 atm. What is the new volume of the balloon?
A scuba diver releases a balloon containing 181.8 L of helium attached to a tray of artifacts at an underwater archeological site. When the balloon reaches the surface it has expanded to 478.5 L. The pressure at the surface is 1.098 atm. Pressure increases by 1.0 atm for every 10 m of depth. At what depth was the diver working? Assume the temperature of the helium is constant. Type your response in m to the nearest tenth of a m.