the equation of motion of a stone thrown vertically upwards is equal to UT - 6.3 32 where the units of s and t are cm and second is equal to?
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We have 2nd equation of motion as
s= ut + ½at² —(i)
Given equation —
s= 490t - 4.9t² —(ii)
Now comparing (i) and (ii) —
u= 490 m/s , g= -9.8m/s²
For maximum height, v= 0,so from 3rd equation of motion —
v² - u² = 2as
=> 0² - (490)²= 2*-9.8*s
=>-(490)²= -19.6s
=> s= (490)²/19.6= 12,250 m
Hence the maximum height is 12,250 m.
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