Respuesta :
The net force on an object is zero that is pulled with forces of 80 newtons to the right and 80 newtons to the left.
Net force is equal to sum of all the force acting on a body.
The formula for net force if n force are acting on it:
[tex]F_{net}=F_{1}+ F_{2}+F_{3}.....F_{n}[/tex]
In this case the two forces are equal but opposite in direction.
Putting the values in the formula
[tex]F_{net} = 80+(-80)[/tex] (since forces are equal but opposite)
[tex]F_{net}= 0[/tex]
So the net force acting on the object is zero because the forces are equal and opposite.
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The net force on an object that is pulled with forces of 80 newtons to the right and 80 newtons to the left is: 0 newtons
To solve this problem the formula of net force and the procedure that we have to use is:
Fr = ∑F
Where:
- Fr = resultant force
- ∑Fr = F1 + F2 + Fn
Information about the problem:
- F1 = 80 newtons
- F2 = - 80 newtons
- Fr = ?
Applying the resultant force formula we get:
Fr = ∑F
Fr = F1 + F2
Fr = 80 newtons - 80 newtons
Fr= 0 newtons
What is resultant force?
We can say that the resultant force is the algebraic sum of all the forces acting on a body.
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