1) How Is Ozone Layer Depletion Related to Skin Cancer?
- A layer of ozone gas in the atmosphere protects us from the sun's harmful UV rays.
- However, the ozone layer is affected by the gases released due to air pollution. These gases have created holes in this layer, allowing UV rays to reach the Earth's surface.
- If any part of our body remains exposed to these UV rays for a long time it may lead to skin cancer.
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)
2) Write the Differences Between Renewable and Non-Renewable Sources of Energy.
The differences between renewable and non-renewable sources of energy are as follows—
Renewable Sources |
Non-renewable Sources |
Renewable sources of energy will not get depleted over time. |
Non-renewable sources of energy will be depleted over time. |
These sources cause less or no pollution at all. |
These sources lead to environmental pollution. |
Examples: Wind energy, solar energy, etc. |
Examples: Coal, natural gas, and petroleum |
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3) What Is Greenhouse Effect?
- The atmosphere surrounding the Earth is a mixture of gases. Among these gases, carbon dioxide The atmosphere surrounding the Earth is a mixture of gases. Among these gases, carbon dioxide and methane can absorb the sun's heat.
- As a result, the Earth remains warm, which is essential for the sustenance of life.
- The greenhouse effect is trapping the sun's heat in the Earth's atmosphere due to these gases.
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4) How Do Toxic Gases Affect Our Bodies?
- Toxic gases can damage the cells or tissues of our bodies. Examples of such gases are methane, butane, propane, carbon dioxide in higher amounts, etc.
- These gases, if they enter our body, can lead to the following effects—
- Cancer; can be related to the lungs, skin, kidneys, or bones.
- Respiratory disorders.
- Birth defects in pregnant women.
5) Why Are We Advised To Minimise the Usage of Deodorants?
- Deodorants emit a specific type of compound called chlorofluorocarbons into the environment.
- These compounds are air pollutants and cause depletion of the ozone layer.