Hooke's Law Applied Force 100 N Displacement 1.000 m 50.0 J 100 N ни миний 1.000 m Spring Constant: 100 N/m Displacement

[answerhappygod]

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1. Calculate the colored area of a triangle on the Applied Force
vs Displacement graph using the values on the graph and the formula
for the area of the triangle (include units in your
calculations):
A(triangle) =
1/2 base x height =
2. Plug the values of Displacement (x), and Spring Constant (k)
from the picture above into the formula for Potential Energy of the
Spring below (include units in your calculations):
Potential Energy (spring) = 1/2 k * x^2
=
3. Compare the three values: (1) the triangle area
above, (2) the values of Potential Energy shown on the left of
the picture above, and (3) the one you have calculated using the
formula above. How do those three values of Potential Energy
of the Spring above relate?
Hooke's Law Applied Force 100 N Displacement 1.000 m 50.0 J 100 N ни миний 1.000 m Spring Constant: 100 N/m Displacement: 1.000 m -1 0 100 200 300 400 Systems Energy Potential Energy Wa Intro ODI Bar Graph Energy Plot Force Plot ✔ Energy Applied Force Displacement →→ ✔ Equilibrium Position Values PHET=