We have to trust the equation you give us, telling us that the acceleration of gravity is 9.8,
the tossing speed is 20 straight up, and the stone leaves your hand from 10 above
ground.
If all of that is true, then H = -4.9 t2 + 20t + 10, and when the stone hits the ground,
-4.9 t2 + 20t + 10 = 0
Multiply both sides of the equation by -1 :
4.9 t2 - 20t - 10 = 0
We're not going to be able to factor that ugly thing,
so we have to use the quadratic equation:
t = [ 20 +/- sqrt(400 + 196) ] / 9.8 = ( 20 +/- 24.413) / 9.8
I get 4.532 seconds (rounded)
A stone that falls from a ledge and takes 8 second to hit the ground travels a distance of 313.6 meters. You can find this answer by substituting 8 seconds for time in the physics formula d = 1/2 x acceleration x (t squared), where d = distance, acceleration is given as a =9.8 meters/second squared, and t squared is time in seconds.
The approximate gravitational acceleration on Earth is 9.8 meters per second. Neglecting air friction is s equals 4.9 times 16 squared. S is equal to 1254.4 meters which is equal to 4100 feet.
92.2m/s
A 92.2 m/s V = (4 m/s) + (9.8 m/s²) (9 s) V = 92.2 m/s
H = 1/2 g T2 = (4.9) (64) = 313.6 meters.H = 1/2g T2 = (4.9) x (8)2 = 4.9 x 64 = 313.6 meters
On Earth gravity equals 9.8 m/s^2. If you multiply that by 8 seconds you get: 78.4m/s
Both stones will take the same time to reach the earth (2 seconds) regardless of their masses, assuming they are both thrown from the same height and under the influence of gravity. The acceleration due to gravity is the same for both stones, so they will fall at the same rate.
A stone will be thrown at the state. And a stone will be thrown at the churches.
A stone falls freely from rest The total distance covered by it in the last second of its motion equals the distance covered by it in the first three seconds How long does the stone remain in air?
When a stone is thrown up in the air, it rises due to the initial force applied to it. However, gravity pulls the stone back down towards the Earth. As the stone loses its upwards momentum and the pull of gravity becomes stronger, it eventually falls back down to the ground.
The stone was thrown by whom.
One stone equals 14 pounds.One stone equals 14 pounds.One stone equals 14 pounds.One stone equals 14 pounds.One stone equals 14 pounds.One stone equals 14 pounds.
a stone is thrown from the top of a building with an initial horizontal velocity of 20 m/s if it is thrown from a height of 30 m and air resistance is neglected, find: a) time it takes the stone to reach the ground b) range
A) the dropped one hits the ground first B) the tossed one hits harder
The stone will return to the ground when its vertical velocity becomes zero and it starts to fall back down. The time it takes for this to happen can be calculated using kinematic equations. In this case, the time can be found by setting the vertical velocity to zero and solving for time.
138.8 equals 9st 12.8lb (a stone is 14lbs.)138.8 equals 9st 12.8lb (a stone is 14lbs.)138.8 equals 9st 12.8lb (a stone is 14lbs.)138.8 equals 9st 12.8lb (a stone is 14lbs.)138.8 equals 9st 12.8lb (a stone is 14lbs.)138.8 equals 9st 12.8lb (a stone is 14lbs.)
A stone that falls from a ledge and takes 8 second to hit the ground travels a distance of 313.6 meters. You can find this answer by substituting 8 seconds for time in the physics formula d = 1/2 x acceleration x (t squared), where d = distance, acceleration is given as a =9.8 meters/second squared, and t squared is time in seconds.