STATEMENT -1 : Action and reaction acting on a particle cancels each other .
STATEMENT -2 : Action and reaction pair acts on different particles .
STATEMENT -3 : If an object is placed on a table then normal reaction by the table and weight are action reaction pair and they cancel each other .

Options

A. ` T" T "T`
B. `T " F " T`
C. ` F " T "F`
D. `F" F "F`

Answer

To analyze the statements provided in the question, we will evaluate each statement one by one and determine whether they are true or false.

### Step-by-Step Solution:

1. **Statement 1: Action and reaction acting on a particle cancels each other.**
- According to Newton's Third Law of Motion, for every action, there is an equal and opposite reaction. However, these action and reaction forces act on different objects. Therefore, they do not cancel each other out when considering the motion of a single particle.
- **Conclusion:** This statement is **False**.

2. **Statement 2: Action and reaction pair acts on different particles.**
- As per Newton's Third Law, action and reaction forces act on different bodies. For example, if a bullet is fired from a gun, the bullet experiences a force in one direction (action), and the gun experiences a recoil force in the opposite direction (reaction). Since these forces act on different objects (the bullet and the gun), this statement is true.
- **Conclusion:** This statement is **True**.

3. **Statement 3: If an object is placed on a table, then the normal reaction by the table and weight are action-reaction pairs and they cancel each other.**
- When an object is placed on a table, the weight of the object (force due to gravity) acts downward, while the normal force exerted by the table acts upward. These two forces are not action-reaction pairs; instead, the normal force and the weight are forces acting on the same object (the block). The action-reaction pair in this scenario would be the normal force exerted by the table on the block and the force exerted by the block on the table. Therefore, they do not cancel each other out.
- **Conclusion:** This statement is **False**.

### Final Evaluation:
- Statement 1: **False**
- Statement 2: **True**
- Statement 3: **False**