1) How Do Helium Balloons Float?
- Helium is a gas that is less dense than air.
- When a balloon is filled with helium gas, it floats in the air displacing the air molecules.
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2) What Are Inert Gases?
- The gases that do not react with anything under a given set of conditions are called inert gases.
- Examples of inert gases are helium, neon, xenon, and argon.
- These gases are used in chemical factories to reduce the chances of chemical hazards caused by highly reactive substances.
3) Write Some Uses of Carbon Dioxide.
- Carbon dioxide is used as a fire extinguisher.
- Carbonated beverages have carbon dioxide gas.
- Plants use it during photosynthesis.
- It is necessary for the greenhouse effect, which is essential to maintain the earth's temperature.
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4) Why Are Freshly Fallen Meteorites Too Hot To Touch?
- Meteorites are celestial bodies that fall on the earth’s surface during a meteor shower.
- When meteorites travel through the atmosphere, a frictional force is exerted by air.
- Most meteorites burn entirely due to the heat generated by the frictional force of the air.
- Therefore, the meteorites that reach the earth’s surface remain very hot.
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5) How Will You Prove by an Activity That Air Exerts Pressure?
The following activity proves that air exerts pressure—
- Take a hard-boiled egg and remove its shell.
- Light a matchstick and put it carefully into an empty glass bottle.
- Put the peeled egg in the bottle’s mouth, keeping the narrower end of the egg towards the mouth of the bottle.
- After a few minutes, the egg will drop into the empty glass bottle.
- It happens because the flame of the lit match consumes all the air in the bottle, which creates low air pressure. As the air pressure outside is higher, the egg is pushed inside the bottle.
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6) What Is Altitude Sickness?
- The uneasiness felt while travelling in mountain areas is called altitude sickness.
- It happens due to reduced oxygen concentration in the air as we move upwards to greater heights.
- As a result, an individual's breathing rate increases, which may sometimes lead to nausea and nose bleeding.
- So, mountaineers carry oxygen cylinders during expeditions.
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)