Write out formula and substitution (the first picture is the data) MASS (kilogram) SPRING AX ~Slope~K Spodky

Write out formula and substitution (the first picture is the data)

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MASS (kilogram) SPRING AX ~Slope~K Spodky FORCE (Newton) STRETCH (meter) 0.02 0.196 0.01 m 0 (1 0.1K 0.98 0.025 (E 0.2kg 1-96 0.062 709 0.07 0.686 0.014 1704 0.17 1.666 0.051 150 0.15 1.47 0.043 MASS (kilogram) RUBBER BAND FORCE STRETCH (Newton) (meter) 1.2kg 11.76 0.21m 0.7 6-86 0.09 0.5 4.9 0.045 1 kg 9-8 0.14 0.6kg 5.88 0.065 0.4 3.92 0.04 2. Calculate the spring constant for each device that obeyed Hooke's Law utilizing graphical analysis. (Find the slope of the line.) SPRING RUBBER BAND ow seah Cognos ao i sngh show aritasob wol 3. For the SPRING, calculate the area under the graph to determine the total work done: 2127 JAMA bon vo ober ban logo bi sob hedi yot slay se 4. Now, calculate the total work done for the SPRING by using PES = kx: 5. Calculate the percent error for the total work done: = [calculated area measured value AND PES = accepted value] 6. How do you account for the difference? 2. For your SPRING, use the Potential Energy of a spring formula to calculate the work done stretching it a distance of 0.1 meters and then stretching it a distance of 0.2 meters. How does the work done in these two cases compare? 3. For your SPRING, use the Potential Energy of a spring formula to calculate the work done if the spring constant is double the original spring constant. (Be sure to use the same value for the stretch that you used in ANALYSIS SECTION, #4) MASS How does the work done in this case compare to the original work done on the spring? MASS (kilogram) SPRING AX ~Slope~K Spodky FORCE (Newton) STRETCH (meter) 0.02 0.196 0.01 m 0 (1 0.1K 0.98 0.025 (E 0.2kg 1-96 0.062 709 0.07 0.686 0.014 1704 0.17 1.666 0.051 150 0.15 1.47 0.043 MASS (kilogram) RUBBER BAND FORCE STRETCH (Newton) (meter) 1.2kg 11.76 0.21m 0.7 6-86 0.09 0.5 4.9 0.045 1 kg 9-8 0.14 0.6kg 5.88 0.065 0.4 3.92 0.04 2. Calculate the spring constant for each device that obeyed Hooke's Law utilizing graphical analysis. (Find the slope of the line.) SPRING RUBBER BAND ow seah Cognos ao i sngh show aritasob wol 3. For the SPRING, calculate the area under the graph to determine the total work done: 2127 JAMA bon vo ober ban logo bi sob hedi yot slay se 4. Now, calculate the total work done for the SPRING by using PES = kx: 5. Calculate the percent error for the total work done: = [calculated area measured value AND PES = accepted value] 6. How do you account for the difference? 2. For your SPRING, use the Potential Energy of a spring formula to calculate the work done stretching it a distance of 0.1 meters and then stretching it a distance of 0.2 meters. How does the work done in these two cases compare? 3. For your SPRING, use the Potential Energy of a spring formula to calculate the work done if the spring constant is double the original spring constant. (Be sure to use the same value for the stretch that you used in ANALYSIS SECTION, #4) MASS How does the work done in this case compare to the original work done on the spring?