woodem slab starting from rest . slides down o inclined plane of length 10m with an acceleration of 5ms-2. what would be its speed at the bottom of its speed at the bottom of the inclined plane?
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Answered by
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Hello friend
Wooden slab starts sliding down from rest
So the initial velocity u=0
The length of the inclined plane is 10 m
So s=10
Its acceleration is 5m/s²
So a=5m/s²
We need to find the final velocity i.e v
Using the equations of motion
v²-u²=2as
v²-0²=2*5*10
v²=100
v=√100
So v is 10
The final velocity of the Wooden slab is 10m/s
Wooden slab starts sliding down from rest
So the initial velocity u=0
The length of the inclined plane is 10 m
So s=10
Its acceleration is 5m/s²
So a=5m/s²
We need to find the final velocity i.e v
Using the equations of motion
v²-u²=2as
v²-0²=2*5*10
v²=100
v=√100
So v is 10
The final velocity of the Wooden slab is 10m/s
Answered by
0
Concept Introduction:-
It is a type branch of mathematics which deals with the properties and
also manipulation of numbers.
Given:-
We have been given some length.
To Find:-
We have to find inclined plane.
Solution:-
According to the problem
Wooden slab starts sliding down from rest
So the initial velocity u=0
The length of the inclined plane is 10 m
So s=10
Its acceleration is 5m/s²
So a=5m/s²
We need to find the final velocity is v
Using the equations of motion
v²-u²=2as
v²-0²=2*5*10
v²=100
v=√100
So v is 10
The final velocity of the Wooden slab is 10m/s
Final Answer:-
The final answer is 10m/s
#SPJ2
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