Values #1
10 cycles: 50g took 5.15 seconds 100g took 8.1 seconds 250g took 12.75 seconds
1 period for 50g is 0.515 seconds 100g is 0 81 seconds and 250g is 1 275 seconds. You may have noticed that there is a connection between the mass on the spring and time it takes to go through one cycle of motion. Refer to your textbook for the equation that would
enable you to calculate the spring constant

2. Using the equation T=2pie square root of m over k cubed. Where m is the mass of the object on a spring, and k is the
spring constant (which tells you how stiff the spring is) calculate the spring constant from each
of the springs. Then calculate your average spring constant between the two springs Write out
all steps and the final answers below
3. You should have used two different masses in steps 1 and 2 Now estimate the period of one
swing from the third mass, using the spring constant and equation in #2 Write out your work