a stone is dropped from a bridge and hits the water after 2 sec.Find the height of the bridge
Answers
Answered by
22
we know formula s = ut + 1/2at^2
herr u = 0 as it is dropped from rest
s = 1/2 at^2
a = gravity
gravity may be taken as 9.8 or 10 apprx
s = 5t^2 [ g =10]
s = 5(2)^2
==5(4)
ans is 20
if g is 9.8 ans would be 19.6
herr u = 0 as it is dropped from rest
s = 1/2 at^2
a = gravity
gravity may be taken as 9.8 or 10 apprx
s = 5t^2 [ g =10]
s = 5(2)^2
==5(4)
ans is 20
if g is 9.8 ans would be 19.6
Answered by
4
Hey
we know
acceleration(a) = velocity /time=v/t
and
velocity =distance /time=x/t
put it in acceleration then we get
acceleration =1/t(x/t)= x/t^2
when a free fall then acceleration = gravity (g)=9.8 ~ 10
a=x/t^2
then
x=a* t^2
in question t=2sec
a=9.8
put on above equation
x=9.8*(2)^2= 9.8*4 =39.2 m
if we take
a=10
then
a= 10 *4=40m
so height of bridge =39.2 m or 40m
thanks for asking
we know
acceleration(a) = velocity /time=v/t
and
velocity =distance /time=x/t
put it in acceleration then we get
acceleration =1/t(x/t)= x/t^2
when a free fall then acceleration = gravity (g)=9.8 ~ 10
a=x/t^2
then
x=a* t^2
in question t=2sec
a=9.8
put on above equation
x=9.8*(2)^2= 9.8*4 =39.2 m
if we take
a=10
then
a= 10 *4=40m
so height of bridge =39.2 m or 40m
thanks for asking
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