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 For two springs connected in parallel, net force is equal to the sum of force in each spring.
  • a)
     True
  • b)
    False
Correct answer is option 'A'. Can you explain this answer?
Verified Answer
For two springs connected in parallel, net force is equal to the sum o...
Explanation: Net force applied is distributed in the two springs.
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For two springs connected in parallel, net force is equal to the sum o...


Explanation:

Principle of Parallel Springs:
- When two springs are connected in parallel, they experience the same applied force.
- The net force applied is equal to the sum of the forces in each spring.

Mathematical Explanation:
- Let F be the net force applied to the parallel springs.
- Let k1 and k2 be the spring constants of the two individual springs.
- The total extension of the parallel springs is x, which is the sum of the extensions in each spring: x = x1 + x2.
- The force in each spring is given by Hooke's Law: F1 = k1 * x1 and F2 = k2 * x2.
- The net force applied is the sum of the forces in each spring: F = F1 + F2.
- Substituting the values of F1 and F2, we get: F = k1 * x1 + k2 * x2.

Conclusion:
- Therefore, it can be concluded that for two springs connected in parallel, the net force is equal to the sum of the forces in each spring.
- Hence, the statement "net force is equal to the sum of force in each spring" is true for parallel springs.
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