The derivative of y(s) = `1/(7s^2) - (8/s)` has to be found.
y(s) = `1/(7s^2) - (8/s)`
y'(s) = `-2*(1/7)/s^3 + 8/s^2 `
=> `-2/(7*s^3) + 8/s^2`
The required derivative is y'(s) = `-2/(7*s^3) + 8/s^2`
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