In Exercises 4-7, consider harmonic oscillators with mass m. spring constant k, and damping coefficient b. For the values specified, classify (just circle one) the oscillator (as underdamped, overdamped, critically damped, or undamped) and, when appropriate, give the natural period. 4. m= 1, k-8, b=6 Underdamped Overdamped Critically damped Undamped: Natural period

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Uh need to solve only q4 And solve exactly plz
In Exercises 4-7, consider harmonic oscillators with mass m, spring constant k, and damping coefficient b. For the
values specified, classify (just circle one) the oscillator (as underdamped, overdamped, critically damped, or undamped)
and, when appropriate, give the natural period.
4. m= 1, k-8, b = 6
Underdamped
Overdamped
Critically damped
Undamped;
Natural period
5. m = 1, k-8, b=0
Underdamped
Overdamped Critically damped
Undamped; Natural period=
6. m 9, k1, b = 6
Underdamped Overdamped Critically damped
Undamped;
Natural period
7. m = 2, k = 3, b=1
Underdamped Overdamped Critically damped
Undamped;
Natural period
Transcribed Image Text:In Exercises 4-7, consider harmonic oscillators with mass m, spring constant k, and damping coefficient b. For the values specified, classify (just circle one) the oscillator (as underdamped, overdamped, critically damped, or undamped) and, when appropriate, give the natural period. 4. m= 1, k-8, b = 6 Underdamped Overdamped Critically damped Undamped; Natural period 5. m = 1, k-8, b=0 Underdamped Overdamped Critically damped Undamped; Natural period= 6. m 9, k1, b = 6 Underdamped Overdamped Critically damped Undamped; Natural period 7. m = 2, k = 3, b=1 Underdamped Overdamped Critically damped Undamped; Natural period
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