Question #114137

how to find the amplitude of y = 0.8/[(4x+5t)^2+5]

Expert's answer

As per the given question,

y=0.8[(4x+5t)2+5]y =\dfrac{ 0.8}{[(4x+5t)^2+5]} here y is the displacement about the equilibrium,

So, displacement will be maximum, if denominator will be minimum,

⇒[(4x+5t)2]=0\Rightarrow [(4x+5t)^2]=0

⇒4x+5t=0\Rightarrow 4x+5t=0

x=−5t/4x=-5t/4

y=0.85=0.16y=\dfrac{0.8}{5}=0.16



at t=0,

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