The table below shows the deformed lengths of four (4) springs of length 10 cm each when stretched by a 100 N force to its maximum. Spring # Maximum deformation length, L (cm) | 2 12 3 17 4 20 15 Write a complete C program to compute and display the spring constant, K of each spring. The maximum length (L), and the spring constant (K) must be stored in one-dimensional arrays. The applicable equation is K = 100/(L - 10), where K is in N/cm. The program should also provide the average spring constant.

Programming Logic & Design Comprehensive
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Chapter8: Advanced Data Handling Concepts
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The table below shows the deformed lengths of four (4) springs of length 10 cm each when
stretched by a 100 N force to its maximum.
Spring #
Maximum deformation length, L (cm)
2
12
3
17
4
20
15
Write a complete C program to compute and display the spring constant, K of each spring. The
maximum length (L), and the spring constant (K) must be stored in one-dimensional arrays. The
applicable equation is K = 100/(L - 10), where K is in N/cm. The program should also provide
the average spring constant.
Transcribed Image Text:The table below shows the deformed lengths of four (4) springs of length 10 cm each when stretched by a 100 N force to its maximum. Spring # Maximum deformation length, L (cm) 2 12 3 17 4 20 15 Write a complete C program to compute and display the spring constant, K of each spring. The maximum length (L), and the spring constant (K) must be stored in one-dimensional arrays. The applicable equation is K = 100/(L - 10), where K is in N/cm. The program should also provide the average spring constant.
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