1) Why Do Our Heart Muscles Not Work According to Our Will but Other Muscles Like the Ones in Our Hands and Legs Do?
- Both our heart muscles and body muscles are made of different muscle tissues.
- The heart constitutes cardiac muscles which are involuntary and cannot be controlled as per our own will, whereas the muscles in limbs are skeletal muscles that can be controlled.
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2) Why Does the Pupil of the Eye Shrink When Exposed to Harsh Light at Night?
- The shrinking of the pupil of the eye in front of harsh light at night is a type of reflex action.
- The pupil shrinks to control the amount of light entering the eyes so that it does not harm the sensitive parts of the eye.
- A reflex action is a type of quick action that involves a sudden and instant movement of muscles or organs of the body in response to an external stimulus.
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3) Can We Survive With Only One Kidney?
- Yes, we can survive with one kidney.
- The kidney is a vital organ of the excretory system.
- Its primary function is to purify the blood by eliminating waste products through the urine.
- In case one kidney is present in the human body, it needs to perform the function of both kidneys, due to which there are minor changes in the size of the kidney.In case one kidney is present in the human body, it needs to perform the function of both kidneys, due to which there are minor changes in the size of the kidney.
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4) Why Are Blood Vessels Like Veins and Arteries Connected to the Heart? What Is the Major Difference Between Them?
- Both arteries and veins are connected to the heart to facilitate blood flow from the heart to various body organs.
- The arteries carry blood away from the heart, whereas the veins carry blood toward the heart