What is the speed of the body moving with uniform acceleration at the midpoint of two points on the straight line with the speeds are u and v
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Answered by
0
Let the total time be t seconds
We know that a=v-u/t
We know that v²=u²+2as
v²=u²+2×a×s/2
v²=u²+as
v=√u²+as
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We know that a=v-u/t
We know that v²=u²+2as
v²=u²+2×a×s/2
v²=u²+as
v=√u²+as
pls mark as brainliest
Answered by
1
we know ,
v = u + at
a = v-u/t
we get
also ,
v² - u² = 2as
v² = 2as + u²
v = √( 2as + u²)
put it in first equation we get
√( 2as + u²) = u + at
2as + u² = u² + a²t² + 2uat
2as = at(at + 2u)
2s = at² + 2ut
s = at/2 + ut
v = u + at
a = v-u/t
we get
also ,
v² - u² = 2as
v² = 2as + u²
v = √( 2as + u²)
put it in first equation we get
√( 2as + u²) = u + at
2as + u² = u² + a²t² + 2uat
2as = at(at + 2u)
2s = at² + 2ut
s = at/2 + ut
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