A particle is moving along a straight line path according to the relation s² = at² + 2bt + c s represents the distance travelled in t seconds and a, b, c are constants. Then the acceleration of the particle varies as
(a) s⁻³
(b) (c)
(d) s²
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Given,
s2=at2+2bt+cDifferentiating,2sdsdt=2at+2bor dsdt=at+bsAgain differentiating,d2sdt=a.s−(at+b)
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