y = t^2 - 4/t^3
We can write it as
y = t^2 - 4t^-3
Now taking the derivative w.r.to t, we get
dy/dt = 2t^(2-1) - 4(-3)t^(- 3 - 1)
dy/dt = 2t + 12t^-4
We can also write it as
dy/dt = 2t + 12/t^4
but how do you do it using the product rule?
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