Matric Part 1/9th Class Physics Chapter 3 Long Question With Answer for Unit 3 Dynamics

Online Long Questions For Chapter 3 "9th Class Physics Chapter 3 Long Question Preparation "

Try The Long Questions For 9th Class Physics Chapter 3 Long Question Preparation

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Physics (New Book) - 9th Class Physics Chapter 3 Long Question Preparation

Question # 1

Two masses 26 Kg and 24 kgare attachedto the ends ofstringwhich passes over a frictionless pulley. 26 kg islayingover a smooth horizontal table. 24 N mass is

  • Ans 1: Solution
    1= 24kg
    2=26 kg
    = 10ms-²
    Solution;
    a= m1g/m1 +m2
    a= 24x10/24+26
    a =240/50
    a =4.8ms-²
    T =m1 m2 g/m1 +m2
    T= 24x26x10/24+26
    T= 6240/50
    T = 124.8N
    T =125 N
    Result:
    a=4.8ms-²
    T= 125N
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Prepare Complete Set Wise Questions For Chapter 3 "9th Class Physics Chapter 3 Long Question Preparation "

9th Class Physics Chapter 3 Long Question Preparation - Set 1

Question # 1

Two masses 26 Kg and 24 kgare attachedto the ends ofstringwhich passes over a frictionless pulley. 26 kg islayingover a smooth horizontal table. 24 N mass is

  • Ans 1: Solution
    1= 24kg
    2=26 kg
    = 10ms-²
    Solution;
    a= m1g/m1 +m2
    a= 24x10/24+26
    a =240/50
    a =4.8ms-²
    T =m1 m2 g/m1 +m2
    T= 24x26x10/24+26
    T= 6240/50
    T = 124.8N
    T =125 N
    Result:
    a=4.8ms-²
    T= 125N
Submit

9th Class Physics Chapter 3 Long Question Preparation - Set 2

Question # 1

Explain law of conservation of momentum

  • Ans 1: Statement: The momentum of an isolated system of two or more than two interacting bodies remains constant
  • Ans 2: Isolated system: An isolated system is a group of interacting bodies on with no external force is acting
  • Ans 3: Explanation: Consider an isolated system of two spheres of masses m1 and m2. They are moving in a straight line with initial velocities u1 and u2 respectively such that u1 is greater than u2 sphere of mass m1 approaches the sphere m2 as they moveinitial momentum of mass m1= m1u1initial momentum of mass m2= m2u2Total initial momentum of the system before collision =m1u1+m2u2After sometime mass m1 hits m2 with some force. According to Newton's third law of motion, m2 exerts an equal and opposite reaction force on m1. Let their velocities become v1 and v2 respectively after collision. Thenfinal momentum of mass m1=m1v1final momentum of mass m2= m2v2Total final momentum of the system after collision=m1v1+m2v2................by comparing we get Total initial momentum of the system before collision= total momentum of the system after collisionm1u1+m2u2=m1v1+m2v2..............AEquation A shows that the momentum of an isolated system before and after collision remains same which is the law of conservation of momentum. Law of conservation of momentum is an important law and has vast applications
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