a train starts from rest it moves through 1 km in 100s with uniform acceleration what eill be its speed at end of 100 s
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Answer:
Initial velocity(vi)
= 0 m/s
s = 1 km
\textbf{\underline{Convert\;it\;into\;m}}
Convertitintom
s = 1000 m
t = 100 sec
\textbf{\underline{To\;find:- }}
Tofind:-
Acceleration = ?
Final velocity(vf) = ?
{\boxed{\sf\:{Using\;Formula:-}}}
UsingFormula:−
\tt{\rightarrow s=vit+\dfrac{1}{2}\times at^2}→s=vit+
2
1
×at
2
\tt{\rightarrow 1000=(0)(100)+\dfrac{1}{2}\times a(100)^2}→1000=(0)(100)+
2
1
×a(100)
2
\tt{\rightarrow 1000=0+\dfrac{1}{2}\times a(100)^2}→1000=0+
2
1
×a(100)
2
\tt{\rightarrow 1000=0+\dfrac{1}{2}\times a(10000)}→1000=0+
2
1
×a(10000)
1000 = a × 5000
\tt{\rightarrow a=\dfrac{5000}{1000}}→a=
1000
5000
\tt{\rightarrow a=0.2\; ms^{-1}}→a=0.2ms
−1
Now,
vf = vi + at
vf = 0 + (0.2) × 100
\tt{\rightarrow vf=20\;ms^{-1}}→vf=20ms
−1
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