1) How Does Coronavirus Affect Our Lungs?
- Our lungs are made up of tiny air sacs called alveoli.
- Coronavirus enters our body through respiratory tubes. As a result, the air sacs get filled with mucus, fluid, and debris.
- Due to such a situation, the air sacs cannot exchange gases while breathing.
2) Why Do Walls of the Trachea or Windpipe Not Collapse When There Is Less Air?
The windpipe has numerous C-shaped rings made of cartilage that maintain the shape of the trachea.
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)
3) Why Is Our Left Lung Smaller Than the Right One?
- Our left lung is smaller than the right one because it has two lobes, whereas the right has three lobes.
- It is an adaptation of the body to accommodate the heart in the thoracic cavity.
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4) Why Is the Right Lung More Susceptible to Infections?
- The right lung is more susceptible to infections because the right main bronchiole is wider than the left.
- This bronchiole is vertically connected with the tracheal tubes of the right lung.
- Due to this, air, as well as airborne germs, can quickly enter the alveoli of the right lung.
- If food accidentally enters the respiratory tube, it easily moves into the right tracheal tubes.
5) Why Does a Burning Candle Extinguish When Covered With Glass?
- Burning, also known as combustion, needs air and especially oxygen.
- A burning candle covered with glass burns for a few seconds and then extinguishes. It happens because the oxygen supply is interrupted as soon as the candle is covered.
- Without the presence of oxygen, the candle stops burning.
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)