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What is \[S_n - S_{n-1}\]
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\[S= ut +\frac{ 1 }{ 2 }a t^2\] use this and you are done , put t= n and t= n-1
there will be two equations
right and we get : \[\large{S_n = u + \frac{a(2n-1)}{2}}\]
but can we prove that : \[S_n - S_{n-1}=S_n\] ?
No because \[S _{n}\] is the distance traveled in nth second and S(n-1) is the distance traveled in (n-1) seconds, how could their difference be equal to distance traveled in n seconds ... think :)
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*n seconds
not nth
yes very correct but the formula says S_n = u + a(2n-1)/2
Oh! OK, so it is S_nth = u + a(2n-1)/2 ?
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