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A piece of elastic was stretched by 24% to a length of a 31 cm. find its an is stressed original length?
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A piece of elastic was stretched by 24% to a length of a 31 cm. find i...
Understanding the Problem
To find the original length of the elastic before it was stretched, we need to analyze the information given:
- The elastic was stretched by 24%.
- The final length after stretching is 31 cm.
Calculating the Original Length
1. Setting Up the Equation
If we denote the original length as L (in cm), then stretching it by 24% means that the new length can be expressed as:
New Length = Original Length + (24% of Original Length)
This can be formulated as:
31 cm = L + 0.24L
2. Combining Like Terms
This simplifies to:
31 cm = 1.24L
3. Solving for L
To find L, we divide both sides by 1.24:
Original Length (L) = 31 cm / 1.24
When calculated:
Original Length (L) = 25 cm
Conclusion
- The original length of the elastic before it was stretched is 25 cm.
Key Takeaways
- Stretching an elastic by a percentage affects its overall length.
- By setting up a simple equation based on the percentage stretch, we can easily calculate the original length.
- Understanding these basic principles can help in various applications, including physics and material science.
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A piece of elastic was stretched by 24% to a length of a 31 cm. find its an is stressed original length?
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