9th Class Physics: Chapter 3 Dynamics Short Questions Answers
This resource is designed to assist students in preparing for the dynamics portion of the 9th grade physics. Within this chapter, students will acquire knowledge about the fundamental principles of motion and forces. They will explore concepts such as Newton’s laws of motion, inertia, momentum, and friction. Here is the complete guide for 9th Class Physics: Chapter 3 Dynamics Short Answers to Questions. This resource has short questions and answers to help students check their understanding of the chapter. It’s a useful tool to review what you know, improve problem-solving, and feel more confident about dynamics-related topics. Each question covers different parts of the chapter, making sure you understand the whole thing. The answers give clear explanations, helping you learn from any mistakes and better understand.
9th Class Physics: Chapter 3 Dynamics Short Question Answers
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(i) Inertia (ii) Momentum (iii) Force (iv) Force of Friction (v) Centripetal force (i) Inertia: Inertia of a body is its property due to which it resists any change in its state of rest or motion. (ii) Momentum: Momentum of a body is the quantity of motion possessed by the body. Momentum of a body is equal to the product of its mass and velocity. (iii) Force: A force is a push or pull. It moves or tends to move, stops or tends to stop the motion of a body. The force can also change the direction of motion of a body. (iv) Force of Friction: A force between the sliding objects which opposes the relative motion between them is called force of friction. (v) Centripetal force: The force which keeps the body to move in a circular path is called centripetal force. Fc = mv2/r
1. Mass and Weight: Mass: Mass of a body is the quantity of matter that it possesses. Mass is a scalar quantity Mass remains same everywhere in the Earth and does not change with change of place. Weight: Weight of the body is equal to the force with which Earth attracts it. Weight is a vector quantity. Weight does not remain same everywhere in the Earth and changes with change of place. 2. Action and Reaction: Action: It is a force that is exerted by a body let A on the other body B is called action force. Reaction: It is a force which is exerted by the second body let B on the first body A is called reaction force. 3. Sliding and Rolling: Sliding: A force between the sliding objects which opposes the relative motion between them is called sliding friction. The magnitude of sliding friction is very large as compare to rolling friction. Rolling friction: Rolling friction is the force of friction between a rolling body and the surface over which it rolls. The magnitude of rolling friction is very small as compare to sliding friction.
Newton’s first law of motion deals with the inertial property of matter, so Newton’s first law of motion is also known as law if inertia. Statement: A body continues its state of rest or uniform motion in a straight line provided no net force acts on it.
If a person travels on the roof of a bus, it would be dangerous because when a bus takes a sharp turn, passenger falls in the outward direction. It is due to inertia that they want continue their motion in a straight line and thus fall outward.
When a bus takes a sharp turn, passengers fall in the outward direction. It is due to inertia that they want to continue their motion in a straight line and thus fall outward.
When a force acts on a body, it produces acceleration in the body and will be equal to the rate of change of momentum of the body. We can write it as; change in momentum = final momentum – initial momentum Pf – Pi = mvf – mvi Thus, rate of change in momentum is given by. Pf – Pi/t = m (vf – vi/t) As, vf – vi/t = a Pf – Pi/t = ma. ____(I) And Newton’s second law of motion tells us that; F = ma By putting the value of F in eq. (I) Pf – Pi/t = F which is the required relation.
The total tension in the rope will be: T = 100N
According to Newton’s third law of motion, action and reaction are always equal and opposite in direction. But action and reaction forces always act on different bodies, so they do not cancel the effect of each other, and under this condition of forces the body moves irrespective to this, that action and reaction are equal but opposite in direction.
As a horse pulls the cart, it is the action of the horse on the Earth, according to the Newton’s third law of motion; Earth also applies the equal amount of force as a reaction on the horse in opposite direction. This would be cancelled out, if both the forces act on one body, but these two forces act on two separate bodies so they would not cancel the effect of each other and the cart moves.
The momentum of an isolated system of two or more than two interaction bodies before and after the collision remains the same is known as law of conservation of momentum. Let two bodies of masses m1 and m2 moving with velocities v1 and v2 respectively before collision and their velocities after collision become u1 and u2 respectively. According to the statement of law of conservation of momentum. M1v1 + m2v2 = m1u1 + m2u2
Law of conservation of momentum is very much important because it is applicable on all objects in the universe either larger or smaller. This law has vast applications. According to this law the momentum of an isolated system of two or more than two interacting bodies remains same.
Consider a system of gun and a bullet. Before firing the gun, both the gun and bullet are at rest, so the total momentum of the system is zero. As the gun is fired, bullet shoots out of the gun and acquires momentum. To conserve momentum of the system, the gun recoils. According to the law of conservation of momentum, the total momentum of the gun and the bullet will also be zero after the gun is fired. Therefore the gun recoils.
There are many conditions in which friction is desirable; two of them is given below. By making the sliding surfaces as smooth as possible we can reduce the friction and for this, we apply any lubricant such as oil in the moving parts of machine. It will smooth the surfaces which are sliding and hence reduce the friction between these parts of a machine. The friction can be reduced by: All surfaces have pits and bumps and when two such surfaces are in contact. Then contact points between the two surfaces from a sort of cold welds. These cold welds resist the surfaces from sliding over each other. More is the area of in contact surfaces more would be the friction. In sliding friction more area is in contact. For example, when the axel of wheel is pushed, the force of friction between the wheel and the ground at the point of contact provides the reaction force. The reaction force acts at the contact points of the wheel in a direction opposite to the applied force. The wheel rolls without rupturing the cold welds. That is why the rolling friction is extremely small than sliding friction. Tension in a string: Consider a block supported by a string. The upper end of the string is fixed on a stand. Let w be the weight of the block. The block pulls the string downwards by its weight. This causes a tension “T” in the string. The tension T in the string is action upwards at the block. As the block is at rest, therefore, the weight of the tension T in the string must be equal and opposite to the weight w of the body. Limiting force of friction: Friction is equal to the applied force that tends to move a body at rest. It increases with the applied force friction has a maximum value of friction is known as the force of limiting friction Fs. It depends upon the normal reaction processing force between the two surfaces in contact. And mathematically. Fs = µR Breaking force: To stop a car quickly, a large force of friction between the tyres and the road is needed. But there is a limit to this force of friction that tyres can provide. If the brakes are applied too strongly, the wheel of the car will lock up and the car will skid due to its large momentum. It will lose its direction control that may result in an accident. In order to reduce the chance of skidding, it is advisable not to apply brakes too hard that lock up their rolling motion especially at high speeds. Force exerted by brakes is called braking force. Skidding of vehicles: To stop a car or vehicle quickly a large force of friction between the tyres and the roads is needed. But there is a limit to this force of friction that tyres can provide. If the brake are applied too strongly, the wheels of the car will lock up and the car will skid due to its large momentum. Its directional control will be lost and its would meet an accident. In order to reduce the chance of skidding, it is advisable not to apply brakes too hard that lock up their rolling motion especially at high speed. Moreover it is unsafe to drive a vehicle with worn out tyres. Seatbelts: In case of an accident, a person not wearing seat belt will continue moving until stopped suddenly by something before him. This something may be a windscreen, another passenger or back of the seat in the front of him. Seatbelts are useful in two ways. Banking of the roads: When a car takes a turn, centripetal force is needed to keep it in its curved track. The friction between the tyres and the road provides the necessary centripetal force. The car would skid if the force friction between the tyres and the road is not sufficient enough particularly when the roads are wet. This problem is solved by banking of curved roads. Banking of a road means that the outer edge of a road is raised. Imagine a vehicle on a curved road. Banking cause a component of vehicle’s weight to provide the necessary centripetal force while taking a turn. Thus banking of roads prevents skidding of vehicle and thus makes the driving safe. Cream separator: Most modern plants use a separator to control the fat contents of various products. A separator is a high-speed spinner. It acts on the same principle of centrifuge machines. The bowl spins at very high speed causing the heavier contents of milk to move outward in the bowl pushing the lighter content inward towards the spinning axis. Cream or butterfat is lighter than other components in milk. Therefore, skimmed milk, which is denser than cream is collected at the outer wall of the bowl. The lighter part is pushed towards the centre from where it is collected through a pipe. If there was no friction then we could not walk on the ground. Nothing would be steady on the ground and it would be nearly impossible to keep things still as there would be no force to oppose an object motion. Everything would be slide around would not be stopped. There would be no sound because the waves have to be transferred with air friction, many things would be just sliding and sliding. Infact, nothing would exist in universe, without friction. Spinner of a washing machine is made to spin at a very high speed. Because when it spins at high speed, the water from wet clothes is forced out through these holes due to lack of centripetal force. Newton’s first law of motion deal with the inertia property of matter, so Newton’s first law of motion is also known as law of inertia. Statement: A body continues its state of rest or of uniform motion in a straight line provided no net force acts on it. Momentum: Momentum of a body is the quantity of motion possessed by the body. Momentum of a body is equal to the product of its mass and velocity. Formula: The momentum P of a body is given by the product of its mass m and its velocity v. P = mv Inertia: Inertia of a body is its property due to which it resists any change in its state of rest or motion. Force: A force is a push or pull. It moves or tends to move, stops or tends to stop the motion of a body. The force can also change the direction of motion of a body. Inertia: Inertia of a body is its property due to which it resists any change in its state of rest or motion. Dynamics: The branch of mechanics that deals with the study of motion of an object and the cause of its motion is called dynamics. Dive two differences between mass and weight. Mass: Mass of a body is the quantity of matter that it possesses. Mass is a scalar quantity Weight: Weight of the body is equal to the force with which Earth attracts it. Weight is a vector quantity. When a force acts on a body, it produces acceleration in the body and will be equal to the rate of change of momentum of the body. We can write it as; Change in momentum = final momentum – initial momentum Pf – Pi = mvf – mvi Thus, rate of change in momentum is given by. Pf – Pi/t = m (vf – vi/t) As, vf – vi/t = a Pf – Pi/t = ma. ____(I) And Newton’s second law of motion tells us that; F = ma By putting the value of F in eq. (I) Pf – Pi/t = F which is the required relation. State Newton’s First Law of Motion. A body continues its state of rest or uniform motion in a straight line provided no net force acts on it. Law of conservation of momentum: The momentum of an isolated system of two or more than two interaction bodies before and after the collision remains the same is known as law of conservation of momentum. Let two bodies of masses m1 and m2 moving with velocities v1 and v2 respectively before collision and their velocities after collision become u1 and u2 respectively. According to the statement of law of conservation of momentum. M1v1 + m2v2 = m1u1 + m2u2 Define Newton’s third Law of Motion: To every action there is always an equal but opposite reaction. Example: Take an air-filled balloon. When the balloon is set free, the sir inside it rushes out and the balloon moves forward. The tension is the string is 100 N. Statement: When a net force acts on a body, it produces acceleration on the body in the direction of the net force. The magnitude of this acceleration is directly proportional to the net force acting on the body and inversely proportional to its mass. Prove F = ma If a force produces an acceleration “a” in a body of mass “m” then it can be stated mathematically that a ∝ F_____(1) a ∝ 1/F____(2) by combining eq. (1) and (2) a ∝ F/m a = K F = ma Atwood Machine: An atwood machine is an arrangement of two objects of unequal masses. Both the objects are attached to the ends of string. The string passes over a frictionless pulley. This arrangement is sometime used to find the acceleration due to gravity by the following formula. g = a A body of mass 5 kg is moving with a velocity of 10 ms-1. Find the force required to stop it in 2 seconds. m = 5kg vi = 10 ms-1 vf = 0 ms-1 t = 2s F = ? Pi = vi = 10 ms-1 vf = 0 ms-1 t = 2s F = ? Pi = mvi Pi = 5kg x 10 ms-1 Pi = 50 Ns Pf = mvf Pf = 5 kg x 0 ms-1 Pf = 0 Ns Since F = F = F = 25 Ns Thus 25 N, force is required to stop the body. Weight = w = 147 N Gravitational acceleration =g = 10ms-1 To find out: Mass = ? Formula: W = mg M = w/g Solution: By putting values, we get: 147/10 = m m = 14.7 kg The required mass of the body is 14.7 kg. Find the acceleration produced by a force of 100N in a mass of 50kg. Sol. Force = F= 100N Mass = m = 50kh To find out: Acceleration = a =? Formula F = ma Solution: by putting values, we get; 100 = (50)(a) a = 100/50 a = 2 ms-2 The required acceleration produced by a force is 2 ms-2. Force: A force is a push or pull. It moves or tends to move, stops or tends to stop the motion of a body. The force can also change the direction of motion of a body. Unit: In SI, unit of force is Newton N. Newton: One newton is the force that produces an acceleration of 1ms-2 in a body of mass of 1 kg. Data Mass = m = 10 kg Gravitational acceleration = g = 10 ms-2 To Find out: Force = F =? Formula: In this case F = w = mg Solution: By putting values, we get; F = (10)(10) F =100N The required force to prevent a body of mass 10kg is 100N. The friction can be reduced by: The rough surface shoe is better for jogging. Because it suffers more friction and prevent from slipping. Co-efficient of friction: The ratio between the force of limiting friction Fs and normal reaction R is constant. This constant is called the co-efficient of friction and is represented by µ. Formula: µ = Fs/R If m is the mass of the block, then for horizontal surface R = mg Fs = µmg Fs/mg = µ Sliding friction: A force between the sliding objects which opposes the relative motion between them is called sliding friction. The magnitude of sliding friction is very large as compare to rolling friction. Rolling friction: Rolling friction is the force of friction between a rolling body and the surface over which it rolls. The magnitude of rolling friction is very small as compare to sliding friction. Advantages of friction: It cannot be written if there would be no friction between paper and pencil. Friction enables us to walk on ground. We cannot run on a slippery ground because it offers very little friction. Disadvantages of friction: Friction is undesirable when moving with high speeds because it opposes the motion and thus limits the speed of moving objects. Most of our useful energy is lost as heat and sound due to the friction between various moving parts of machines. Rolling friction: Rolling friction is the force of friction between a rolling body and the surface over which it rolls. Friction enables us to walk on wet ground. We cannot run on a slippery ground because it offers very little friction. The force that opposes the motion of moving objects is called friction. i.e. F = µR A separator is a high-speed spinner. It acts on the same principle of centrifuge machines. The bowl spins at very high speed causing the heavier contents of milk to move outward in the bowl pushing the lighter content inward towards the spinning axis. Cream or butterfat is lighter than other components in milk. Therefore, skimmed milk, which is denser than cream is collected at the outer wall of the bowl. The lighter part is pushed towards the centre from where it is collected through a pipe. Centripetal force: The force which keeps the body to move in a circular path is called the centripetal force. Fc = mv2/r Centripetal force: The force which keeps the body to move in a circular path is called centripetal force. Fc = mv2/r Circular Motion: The motion of an object in a circular path is known as circular motion. Define Centrifugal force. Centripetal reaction that pulls the string outward is sometimes called the centrifugal force. [Here we are providing complete chapter wise Physics questions and Answers for the 9th class students. All the visitors can prepare for their 9th class examination by attempting below given question answers.] We have a complete collection of all classes subject wise and chapter wise thousands questions with the right answer for easy understanding. In this List we have included all Punjab boards and both Arts and Science students. 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Where co-efficient of friction= µ
R = normal reaction
Fs = focfceof limiting friction
The magnitude of rolling friction is very small as compare to sliding friction.
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What is the answer of this question (what you know about the following ;tension in a string; limited force of friction; braking force; skidding of vehicles ;seatbelts