A 6.0 kg mass hanging from a spring scale is slowly lowered onto a vertical spring, as shown in Figure 1.### FigureThe diagram illustrates a 6.0 kg mass attached to a spring scale, which is positioned above a vertical spring.### Problem StatementThe scale reads 20 N when the lower spring has been compressed by 1.4 cm. What is the value of the spring constant for the lower spring? **Express your answer with the appropriate units.****Hints:**1. View Available Hint(s)2. Consider using Newton's Second Law and the relationship between force and spring compression.### Input Area for Calculation- \( k = \) [Input Field for Value and Units] **Submission Status:** - Incorrect; Try Again; 5 attempts remaining. - You may have mixed up the reading on the scale with the force that compresses the lower spring. Draw the free-body diagram and recall Newton's Second Law.- You may want to review Hint 2: Simplify Newton's Second Law.### Part CAt what compression length will the scale read zero? **Express your answer with the appropriate units.**#### Input Area- \(\Delta y = \) [Input Field for Value and Units]**Hints:** 1. View Available Hint(s)

Draw the free-body diagramMass,m=6 kgTension, T=20 Nfrom the free-body diagramfrom the equation (1),we haveHence,The spring constant for the lower spring is The compression length is

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