A particle of mass m moves on the x axis with potential energy V(x)= Eo/ a^4 (x^4 + 4ax^3 - 8a^2x^2)

a. Analytically determine the positions at which the particle is in stable equilibrium Plot (preferably using MATLAB) the potential to confirm your answers
b. Find the angular frequency of small oscillations about each equilibrium position. by small oscillations? Be quantitative and give a separate
c. What do you mean answer for each point of stable equilibrium

to be honest as much as i would love to answer this. i feel as if something's missing. just saying.

a long strand of spaghetti is folded once. if this is cut 20 times, how many pieces of spaghetti will there be? a long strand of spaghetti is folded once. if this is cut 20 times, how many pieces of spaghetti will there be? a long strand of spaghetti is folded once. if this is cut 20 times, how many pieces of spaghetti will there be? a long strand of spaghetti is folded once. if this is cut 20 times, how many pieces of spaghetti will there be? a long strand of spaghetti is folded once. if this is cut 20 times, how many pieces of spaghetti will there be?

\

b

explanation:

0.11 m/s and 0.28 m/s should be correct