The three springs shown in Figure 5 are identical and have negligible weight. The extension produced on the system of springs is 20 cm.

      

The three springs shown in Figure 5 are identical and have negligible weight. The extension produced on the system of springs is 20 cm.
weight41920171223.jpg
Determine the constant of each spring

  

Answers


John
Parallel = F = 2ke1 40 = 2ke = e = $\frac{20}{k}$

Single = F = 2ke = 20 = ke = e2 = $\frac{20}{k}$

$e_T =e_1 + e_2 \; =\; \frac{20}{k}+\frac{20}{k}=\; \frac{40}{k} = $ K = 2N/cm

Extension of each spring = 10, k = $\frac{20N}{10cm}$ = 2N/ cm

johnmulu answered the question on April 19, 2017 at 09:24


Next: The graph in Fig. 7 represent the relations between extension, e and mass, m added on two springs x and y.
Previous: Figure 2 shows a spring balance. Its spring constant is 125Nm-1. The scale spreads over a distance of 20 cm.

View More Physics Questions and Answers | Return to Questions Index


Exams With Marking Schemes

Related Questions