Question: Need Help ASAP!!! Data Sheet: Activity 2 - Conservation of Energy Table I - Ball Mass Complete the table below using data found under the

Need Help ASAP!!!

Data Sheet: Activity 2 - Conservation of Energy

Table I - Ball Mass

Complete the table below using data found under the Activity-Form tab.

Ball 1 Mass (kg)Ball 2 Mass (kg)
0.2000.250

Table II - Launch Without Ramp

Complete the table below using data from Table I, data from your Energy Plots (see the Energy Plots tab), and information found under the Background tab.

Note: Be very careful with units to get correct answers! 1.00 cm = 0.0100 m, 100 mJ = 0.100 J.

SpringTrial

Compression

Distance

(m)

Spring PE

(J)

K

(J/m2)

Max KE

(J)

Max Vel

(m/s)

1

10.090.437
20.045

2

1
2

Launch Without Ramp

Spring 1

  1. select Spring 1 by clicking or tapping on its button
  2. select Ball 1 by clicking or tapping on its button
  3. set spring compression to its maximum value by moving the slider completely to the left, record the value (in meters) in Table II of your Activity Form
  4. click the Launch button
  5. visit the Energy Plots tab and see the following plots: Potential Energy Plot ? record Spring potential energy (in joules) in Table II Kinetic Energy Plot ? record Max Kinetic energy (in joules) in Table II Combined Energy Plot ? view PE (blue), KE (red), and total energy E (pale yellow) Note: your instructor may require these plots to be submitted with your Activity Form
  6. press the reset button
  7. for Trial 2 repeat steps 1-6 using a different value of spring compression in step 3

Image of Trial 1 Using max spring compression value

Need Help ASAP!!!Data Sheet: Activity 2 - Conservation of EnergyTable I -Ball MassComplete the table below using data found under the Activity-Form tab.Ball1 Mass (kg)Ball 2 Mass (kg)0.2000.250Table II - Launch Without RampComplete thetable below using data from Table I, data from your Energy Plots(see the Energy Plots tab), and information found under the Background tab.Note:Be very careful with units to get correct answers! 1.00 cm =0.0100 m, 100 mJ = 0.100 J.SpringTrialCompressionDistance(m)Spring PE(J)K(J/m2)Max KE(J)Max Vel(m/s)110.090.43720.045212Launch Without RampSpring1select Spring 1 by clicking or tapping on its buttonselect Ball 1

Oxana Schroeder n f Kinetic Energy Plot: Spring 1, Ball 1, Spring Compression = 4.50 cm, No Ramp 112 Max KE = 109.35 mJ 84 Energy ( x 10-3 J ) 56 28 0 -+ + + + -+ 0.1 0.2 0.3 0.4 0.5 0.6 0.7 0.8 0.9 1.0Oxana Schroeder n of Potential Energy Plot: Spring 1, Ball 1, Spring Compression = 4.50 cm, No Ramp Spring PE = 109.35 mJ 112 84 Energy ( x 10-3 J ) 56 28 0 0.1 0.2 0.3 0.4 0.5 0.6 0.7 0.8 0.9 1.0 Conservation of Energy Time (seconds) lab 03/28/2023 3:01 PM xDT CeOxana Schroeder In of Potential Energy Plot: Spring 1, Ball 1, Spring Compression = 9.00 cm, No Ramp Spring PE = 437.40 mJ - 330- Energy ( x 10-* J ) 220- 110- + + + 0.1 0.2 0.3 0.4 0.5 0.6 0.7 0.8 0.9 1.0 Conservation of Energy Time (seconds) Tab 05/24/2023 10:15 PM XDTOxana Schroeder/ of Kinetic Energy Plot: Spring 1, Ball 1, Spring Compression = 9.00 cm, No Ramp Max KE = 437.40 mJ 330- Energy ( x 10-* J ) 220 110 + 0.1 0.2 0.3 0.4 0.5 0.6 0.7 0.8 0.9 1.0 Conservation of Energy Time (seconds) Tab 03/28/2023 2:50 PM XDT ceOxana Schroeder / of Combined Energy Plot: Spring 1, Ball 1, Spring Compression = 9.00 cm, No Ramp 330- Energy ( x 10-* J ) 220- 110- + + 0 + + + + + 0.1 0.2 0.3 0.4 0.5 0.6 0.7 0.8 0.9 1.0 Conservation of Energy Time (seconds) Tab 03/28/2023 2:50 PM XDT ceSetup Spring 1 Spring 2 Ball 1 Ball 2 Add Ramp Spring Compression: 4.50 cm Reset LaunchSetup Spring 1 Spring 2 Ball 1 Ball 2 Add Ramp Spring Compression: 9.00 cm Reset LaunchOxana Schroeder) 7 /Combined Energy Plot: Spring 1, Ball 1, Spring Compression = 4.50 cm, No Ramp 112 84- Energy ( x 10-3 J ) 56- 0 0.1 0.2 0.3 0.4 0.5 0.6 0.7 0.8 0.9 1.0 Conservation of Fneray Time (seconds) Tah 03/28/2023 3:01 PM xml CA

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