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mechanics projectiles

i used this for T=2Usintheta/g
and
s=s
u=Usintheta
v=x
a=-g
t=2Usintheta/g and cant seem to get the answer.

Workings
(Usintheta x 2Usintheta)/g - g x 1/2 x (2Usintheta/g)^2
cancelled out to get
U^2 sin^2theta x (-2U^2 Sin^2theta/g)
(edited 2 years ago)
Reply 1
Original post by shreya_2003
i used this for T=2Usintheta/g
and
s=s
u=Usintheta
v=x
a=-g
t=2Usintheta/g and cant seem to get the answer.

Workings
(Usintheta x 2Usintheta)/g - g x 1/2 x (2Usintheta/g)^2
cancelled out to get
U^2 sin^2theta x (-2U^2 Sin^2theta/g)


OA is the horizontal distance. So youve worked out the time, sub it into the horizontal motion.
The sin(2theta) is a hint as it involves both sin(theta) and cos(theta) so you must be combining both horizontal and vertical motion.
Original post by mqb2766
OA is the horizontal distance. So youve worked out the time, sub it into the horizontal motion.
The sin(2theta) is a hint as it involves both sin(theta) and cos(theta) so you must be combining both horizontal and vertical m

for the horizontal motion what would s be
i know it is t=s/Ucostheta
And wouldnt the sin and cos become tan in the equasion?
(edited 2 years ago)
Reply 3
Original post by shreya_2003
for the horizontal motion what would s be
i know it is t=s/Ucostheta
And wouldnt the sin and cos become tan in the equasion?

THe horizontal motion is perpendicular to the vertical motion, so it should be straightforward?
Original post by mqb2766
THe horizontal motion is perpendicular to the vertical motion, so it should be straightforward?

got it thanks mate

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