Question

Two balls launched at the same time with the same initial velocity/, the other theta (Θ) . Will the ball reach the ground at the same time? If not calculate the speed of each balls when they reach the ground. Determine the time of flight of each ball

Answer 1

pls help @nincompoop

Answer 2

pls help me @hba

Answer 3

pls help me @thomaster

Answer 4

pls help me @eliassaab

Answer 5

pls me help @Jamierox4ev3r

Answer 6

pls help me @ajprincess

Answer 7

pls help @Albany_Goon

Answer 8

pls help @QWERTYCraft

Answer 9

pls help @primeralph

Answer 10

Your question is faulty.

Answer 11

Correct the errors in the question.

Answer 12

Two balls launched at the same time with the same initial velocity. One was launched at an initial angle/, the other theta (Θ) . Will the ball reach the ground at the same time? If not calculate the speed of each balls when they reach the ground. Determine the time of flight of each ball. @primeralph

Answer 13

"at an initial angle" ???
What follows that?

Answer 14

it is the exact question.

Answer 15

0=u-gt_1 (at maximum height the final velocity is zero)
u=gt_1
t_1=u/g-time taken to reach the maximum height by the first ball
since the second ball is launched with an initial angle its velocity will have two components. horizontal and vertical. horizontal velocity will be ucosa and it will be constant through out the motion.
0=usina-gt_2 (at maximum height the final velocity is zero)
t_2=usina/g-time taken to reach the maximum height by the second ball.
the time taken to reach the ground is twice the time taken to reach the maximum height.

Answer 16

Thanks @ajprincess

Answer 17

u r welcome:)