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10 questions from this quiz
Distance from center of motion
d2xdt2=−ω2x\frac{d^2x}{dt^2} = -\omega^2 xdt2d2x=−ω2x
Toward the center of the circle
m2+ω2=0m^2 + \omega^2 = 0m2+ω2=0
m=±iωm = \pm i\omegam=±iω
x=Asin(ωt)+Bcos(ωt)x = A\sin(\omega t) + B\cos(\omega t)x=Asin(ωt)+Bcos(ωt)
x=Rsin(ωt+α)x = R\sin(\omega t + \alpha)x=Rsin(ωt+α)
−ω2-\omega^2−ω2
Differentiation with respect to time
90 degrees
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