Answer:
Given, \[\text{SLAP
}=\frac{change\,\,in\,\,acceleration}{time\,\,taken}\]
(i) The S.I unit of SLAP is \[\frac{m/{{s}^{2}}}{s}=\text{
m}{{\text{s}}^{-\text{3}}}\]
(ii) Instantaneous SLAP is
the value of SLAP at the given instant, which is the first derivative of
acceleration at the given instant and can be written as
Instantaneous \[\text{SLAP }=\underset{\Delta t\to
0}{\mathop{Lt}}\,\left( \frac{\Delta \vec{d}}{\Delta t} \right)=\frac{d\vec{a}}{dt}\]
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