A stone A is thrown vertically upward with speed U and another stone B is thrown vertically downward with same speed you from a height h the time taken by stone A and B to reach the ground at 16 second and 4 seconds respectively the time taken by another stone to reach the ground after it has been dropped from height H is
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Given, time taken by stone A is 16s
Initial speed = u
Time taken by stone B is 4s
Initial speed = u
final velocity = 0
V = u+at
0 = u+ 10*40
Therefore u for second stone is -40m/s
As the height is same for both the stones,
S = u*16+1/2*-10*16*16 for stone 1 ----(1)
S = -40*4+1/2*10*4*4 ----- (2)
Now, equating eqn. 1 and 2
u*16+1/2*-10*16*16 = -40*4+1/2*10*4*4
u = 75m/s for stone 2
Now, s = 75*16+1/2*-10*16*16
S = -80m
Now for stone 3,
v = 0,
v^2 - u^2 = 2as
0 - u^2 = 2*10*-80
Therefore u = 400m/s
Now, v = u+at
0 = 400+10*t
Therefore time taken by third stone is 40s.
Ayush0605:
I can say that your concepts of physics are not clear
Now, in Ph1,
V = u + at
0 = u -10 * 6
u = 60
Next, as u is same for both balls,
s = ut + 1/2 * a * t^2
s = 60 * 4 + ½ * 10 * 16
s = 240 + 80 = 320
Finally for the free fall ball,
S = ½*g*t^2
320 = ½ * 10 * t^2
t^2 = 64
t = 8 seconds.
Please comment if anything is not clear. I will try to answer ASAP.
VR = 0 + 10*6 = 60
So, VR = u.
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