Resultant Force of 2 Forces on Particle P (3kg)

In summary, the formula for calculating the resultant force on particle P is F = ma, where F is the resultant force, m is the mass of particle P, and a is the acceleration of particle P. To find the direction of the resultant force, you can use the vector addition method. It is also possible for the resultant force of 2 forces on particle P to be zero, when the forces are equal in magnitude and opposite in direction. The unit of measurement for resultant force is Newtons (N). The mass of particle P affects the resultant force, with a larger mass requiring a greater force for the same acceleration.
  • #1
Gughanath
118
0
A particle P od mass 3kg moves under the action of two constant forces (6i+2j) and (3i-5j). How can i work out the resultant force F? This question is worth one mark, so I assume there must be a very simple method, but I can't think of any. Please help
 
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  • #2
The RESULTANT force is the (vectorial) sum of all (individual) forces acting upon the object...
 
  • #3
oh right. Thank you.
 

FAQ: Resultant Force of 2 Forces on Particle P (3kg)

What is the formula for calculating the resultant force on particle P?

The formula for calculating the resultant force on particle P is F = ma, where F is the resultant force, m is the mass of particle P, and a is the acceleration of particle P.

How do I find the direction of the resultant force on particle P?

To find the direction of the resultant force, you can use the vector addition method. Draw a vector diagram representing the two forces acting on particle P, and then use the head-to-tail method to determine the direction of the resultant force.

Can the resultant force of 2 forces on particle P be zero?

Yes, it is possible for the resultant force of 2 forces on particle P to be zero. This can happen when the two forces are equal in magnitude and opposite in direction, canceling each other out.

What is the unit of measurement for resultant force?

The unit of measurement for resultant force is Newtons (N). This is the standard unit of force in the International System of Units (SI).

How does the mass of particle P affect the resultant force?

The mass of particle P plays a significant role in determining the resultant force. The greater the mass of particle P, the more force is needed to achieve the same acceleration. Therefore, the resultant force will be larger for a larger mass of particle P.

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