A stone propelled from a catapult with a speed of 50m/s attains a height of 100m.Calculate:(a)the time of flight?

25 answers

Just as long as anything else that goes up 100 meters and falls

Which is twice as long as it takes to fall 100 meters

h = (1/2) g t^2
100 = 4.9 t^2
t = 4.52 seconds to fall
so about 9 seconds
time of fligt
t=2*√2H/g
=2*√2*100/10
=2*√200/10
=2*√20
=2*4.47
=8.94s
am asking question a stone propelled from a catapult with a speed of 50 m/s attains a height of 100m calculate (a)the range attained
(a)the angle of projection (b) the range attained
T=8.945
I don't get why it is multiplied by 2
how are we going to calculate the angle of projection and the range attained
Which Formular Will You Use To Get The Angle Of Projection?
Tether=sin-1(Tg/2u)
A STONE IS PROPELLED FROM A CATAPULT WITH A SPEED OF 500MS ATTAINS THE HEIGHT OF 100M.CALCULATE,a:THE TIME OF FLIGHT,b:THE ANGLE OF PROJECTION,c:THE RANGE ATTAINED.
A. time of flight
t=2*√2H/g
=2*√2*100/10
=2*√200/10
=2*√20
=2*4.47
=8.94s
B. The angle of projection
sinø=0.8944
Ø= sin–¹(0.8944)
Ø=63.4314654⁰
Ø ≈ 63.43⁰

C. Range
R=u²sin2ø/g
R=? u=50 , ø=63.4⁰, g= 10
= 50²*sin(2*63.4⁰)/10
=2500*sin(126.8⁰)/10
=250*0.8007
=200.2m
R≈200m
A. time of flight
t=2*√2H/g
=2*√2*100/10
=2*√200/10
=2*√20
=2*4.47
=8.94s
B. The angle of projection
sinø=0.8944
Ø= sin–¹(0.8944)
Ø=63.4314654⁰
Ø ≈ 63.43⁰

C. Range
R=u²sin2ø/g
R=? u=50 , ø=63.4⁰, g= 10
= 50²*sin(2*63.4⁰)/10
=2500*sin(126.8⁰)/10
=250*0.8007
=200.2m
R≈200m
I THINK ANONYMOUS MAY BE CORRECT
Thanks so much for solving this problem already, i appreciate u very much
Thanks so much i appreciate
Anonymous are right
How did you get the tita
Exactly how did you get the theta
pls how did u solve the angle of projection
A stone propeller from a catopon often a gift of 100m calculate
Yggdo
What is the formula used in time of flight
Thank you very well
thanks
A how do i calculate a stone propelled from a catapult with a speed of 50ms attains a height of 100m.calcute the time of flight