An object takes 5 second to reach the ground from a hight of 5 m on a planet. what is the value of 9 on the planet ?
Answers
Answer:
An object takes 5 seconds to reach the ground from a height of 5 meters on a planet. What is the value of g on the planet?
Time taken, t = 5 seconds
Displacement, s = 5 metres
Initial velocity, u = 0 metres/second
Let the acceleration be a m/s2 .
When the acceleration is constant, initial velocity, acceleration, time taken and displacement are related by a simple formula:
s=ut+(1/2)at2
Therefore,
5=(0)(5)+(1/2)(a)(52)
a×(25/2)=5
a=5/(25/2)
a=10/25
a=2/5
a=0.4
Therefore, the acceleration is 0.4m/s2 .
This is the acceleration due to gravity on that planet.
Please note that you can't call ‘acceleration due to gravity’ as ‘gravity’.
Gravity refers to gravitational force. Gravitational force (gravity) due to the planet on any mass ‘m’ (expressed in kilograms) = (0.4×m) newtons
Explanation:
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Correct question :
An object takes 5 second to reach the ground from a hight of 5 m on a planet. what is the value of g on the planet ?
Given :
- u = 0
- t = 5
- s = 5
To find :
- a = ?
Solution :
s = ut + ½ at² .........( formula)
5 m = 0 (5) + ½ x a x (5)²
5 m = ½ x a x (25)
(5 x 2)/(5 x 5) = a
a = 2/5
a = 0.4 m/s²
=> The value of 9 on the planet is.0.4 m/s²