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551.

 Name the material commonly used for manufacturing of solar cells.

Answer»

Silicon and Gallium. Solar cell produces d.c. current. State whether a solar cell produces a.c. or d.c. current. 

552.

Why using wood as fuel is not advisable although wood is a renewable source of energy?

Answer»

It is not advisable to use wood as fuel even though it can be replenished because burning of wood produces smoke that causes pollution which results in environmental imbalance.

553.

 State two methods of increasing the stability of the body. 

Answer»

The stability off a body is increased if: 

(i) The centre of gravity is as low as possible. It should be above the base and near the geometric centre of the body. This is the case when mass of the body is large at the bottom. 

(ii) The area of base of the body is large so that the vertical line through the CG of the body passes through its base. If the body is slightly tilted, its CG rises higher and it has a tendency to regain its original position to lower the CG.

554.

Name a device in which solar energy is converted into electricity state its two uses. 

Answer»

Solar cell. Its two uses are: 

(i) All artificial satellites and space probes mainly depend upon electricity generated by solar cells. 

(ii) Solar cells are used for lighting, operating water pumps, for running radio and television sets in remote areas and traffic signals etc.

555.

What is the difference between renewable and non-renewable resources?

Answer»
Renewable SourcesNon-renewable Sources
1. The resources that can be renewed by reproduction are called renewable resources. The resources that are present in fixed quantities are called non-renewable.
2. Renewable resources are inexhaustible.Non-renewable resources are exhaustible.
3. Renewable resources are not affected by the human activities. Non-renewable resources are affected by human activities.
4. They are the non-conventional sources.They are the conventional sources.
5. Example: Wind energy, solar energy and hydro energy. Example: Coal, petroleum and natural gas. 

556.

What are the advantages and disadvantages of using solar cells for producing electricity?

Answer»

 Advantages of Solar Cells: 

(i) Solar cells have no moving parts, easy to construct, require little maintenance. 

(ii) Solar cells derive their energy from solar radiations which is a renewable source of energy and also inexhaustible. 

(iii) They are most suitable for the remote inaccessible and isolated places where laying a power transmission line may be expensive and not commercially viable. 

(iv) They are environment friendly as they do not cause any pollution. 

(v) Use of solar cells enables us to save usage of fossil fuels as solar cells require no fuel. 

Disadvantages of Solar Cells: 

(i) The manufacturing cost of solar cells is sufficiently expensive. 

(ii) The efficiency of energy conversion of solar energy to electricity is low. 

(iii) The electricity produced in solar cells is direct current (DC) which cannot be directly used for many household appliances. 

557.

What are contact forces? Give two Examples.

Answer»

The forces which act on bodies when they are in physical contact, are called contact forces. For e.g. frictional force and force exerted on two bodies during collision.

558.

State two advantages and disadvantage of using wind energy for producing electricity. 

Answer»

Advantages: 

(i) Wind is free and will not run not (renewable sources). 

(ii) Wind energy does not create greenhouse gases. 

Disadvantages: 

(i) The wind farms can be established only at places near the coastal areas where wind blows around the year steadily with a speed not less than 15Kmh-1

(ii) The establishment of wind farm is expensive. 

559.

What are non – contact forces? Give two example.

Answer»

The forces experienced by bodies even without being physically touched, are called the non-contact forces. For e.g. Gravitational force and Electrostatic force.

560.

Distinguish between work and power. 

Answer»

Work does not depend on time, while the power depends on time. Power is the work done in unit time.

561.

The mathematical expression for force is(a) F = ma(b) F = m(v - u)/t(c) F = m((v2 - u2)/25)(d) all of these

Answer»

(d) all of these

562.

What is wind energy? Explain the principle of working of windmill for generating electricity.

Answer»

The blowing wind has kinetic energy is called wind energy. 

Principle: It works on the principle of conversion of kinetic energy of blowing wind into electrical energy. When the blowing wind strikes across the blades of a windmill it exerts a force which rotates its blade. The turning of the blades would simultaneously cause the shaft to turn, which is connected to a generator. This makes the generator produce electricity.

563.

 State the principle of conservation of energy.

Answer»

Principle of conservation of energy: It states that energy can neither be created nor be destroyed but can be transferred from one form to another form.

564.

Which of the following is not non-contact force (a) Gravitational force (b) Force of tension (c) Electrostatic force (d) Magnetic force

Answer» (b) Force of tension
565.

Classify the following amongst contact and non-contact forces.(a) Frictional force(b) normal reaction force,(c) force of tension in a string(d) gravitation force(e) electrostatic force(f) magnetic force

Answer»

Contact force: (a) frictional force (b) normal reaction force (c) force of tension in a string.

Non-contact force: (d) gravitational force (e) electric force (f) magnetic force.

566.

Which of the following is not contact force? (a) Frictional force (b) Normal reaction (c) Electrostatic force (d) Force of compression in a spring.

Answer»

(c) Electrostatic force

567.

What are the Newton’s Third Law of Motion?

Answer»

Newton’s Third Law of Motion states that there is always reaction for every action in opposite direction and of equal magnitude.

Explanation: Whenever a force is applied over a body, that body also applies same force of equal magnitude and in opposite direction.

568.

State the absolute units of moment of force in (i) CGS system (ii) S.I. system. 

Answer»

Absolute units of moment of force in 

1. CGS system is dyne-cm. 

2. S.I system is newton-metre(N-m)

569.

What do you understand by the term couple? State its effect. Give two examples of couple action in our daily life.

Answer»

Two equal and opposite parallel forces not acting along the same line, form a couple. A couple is always needed to produce the rotation. For example, turning a key in a lock and turning a steering wheel.

570.

What are the examples of Newton's second law of motion in everyday life?

Answer»

NEWTON’S SECOND LAW OF MOTION IN EVERYDAY LIFE:

(a) A fielder pulls his hand backward; while catching a cricket ball coming with a great speed, to reduce the momentum of the ball with a little delay. According to Newton’s Second Law of Motion; rate of change of momentum is directly proportional to the force applied in the direction.

(b) While catching a cricket ball the momentum of ball is reduced to zero when it is stopped after coming in the hands of fielder. If the ball is stopped suddenly, its momentum will be reduced to zero instantly. The rate of change in momentum is very quick and as a result, the player’s hand may get injured. Therefore, by pulling the hand backward a fielder gives more time to the change of momentum to become zero. This prevents the hands of fielder from getting hurt.

571.

State the units of the moment of couple in (i) CGS system, (ii) S.I. system.

Answer»

1. In CGS system unit of moment of couple-dyne-cm 

2. In S.I. system unit of moment of couple-N-m.

572.

Give four examples of couple in everyday life. 

Answer»

Examples of couple in everyday life : 

1. Steering wheel of a car. 

2. Turning of a screw driver. 

3. Opening and closing of water tap. 

4. Winding the watch. 

573.

 State the mathematical expression for the moment of a couple. 

Answer»

Mathematical expression : Moment of couple = force × Arm of couple. 

574.

Write the expression for calculating the moment of force about a given a axis.

Answer»

Moment of force about a given axis = Force x perpendicular distance of force from the axis of rotation.

575.

State one way to reduce the moment of given force about a given axis of rotation.

Answer»

Moment of force depends on the distance of line of action of the force from the axis of rotation. Decreasing the perpendicular distance from the axis reduces the moment of a given force.

576.

What do you understand by the clockwise and anticlockwise moment of force? When is it taken positive?

Answer»

If the turning effect on the body is anticlockwise, moment of force is called anticlockwise moment and it is taken as positive while if the turning effect on the body is clockwise, moment of force is called clockwise moment and is taken negative.

577.

A body of mass `2kg` travels according to the law `x (t) = pt + qt^(2) + rt^(3)` where `p = 3ms^(-1),q = 4 ms^(-2)` and `r = 5ms^(-3)` . Find the force acting on the body at t=2 sec.A. 136 NB. 134 NC. 158 ND. 68 N

Answer» Correct Answer - A
Given, mass `=2` kg
`x(t)=pt=pt+qt^(2)+rt^(3)`
`v=(dx)/(dt)=p+2qt+3rt^(2)`
`a=(dv)/(dt)=0+2q+6 rt`
At `t=2 s, a=2q+6xx2xxr=2q+12 r`
`=2xx4+12xx5=8+60=68 ms^(-1)`
Force, `F=ma=2 xx68=136 N`
578.

A bullet of mass 10 g is fired from a gun of mass 1 kg with recoil velocity of gun 5 m/s. The muzzle velocity will beA. 30 km/minB. 60 km/minC. 30 m/sD. 500 m/s

Answer» Correct Answer - D
Conservation of linear momentum gives
`m_(1)v_(1)+m_(2)v_(2)=0`
`m_(1)v_(1)=-m_(2)v_(2) implies v_(1)=(-m_(2)v_(2))/m_(1)`
Given, `m_(1) =10 g=(10/1000) kg`
`m_(2)=1 kg` and `v_(2)=-5` m/s
`:.` Velocity of muzzle,
`v_(1)=(+1xx5)/(10//1000)=500 m//s`
579.

A bubble rises from the bottom of a pond to its surface by increasing its radius by 3 times its value when it was at the bottom. Calculate the depth of the pond. (Hint: Pressure depends on the depth of the pond. Volume is inversely related to pressure.)

Answer»

From Boyle’s law P x \(\frac{1}{v}\) (Pressure is inversely proportional to volume) Initial pressure 

P1 = Atmospheric pressure + Pressure of liquid column 

∴ p1 = hpg + Hpg 

h = depth of the pond 

H = 10 m of water

V\(\frac{4}{3}\)πr3

P2 = Hpg

V2\(\frac{4}{3}\) π(3r)3 = \(\frac{4}{3}\) x 27 r3 x π

Hence by substituting these values,

P1 V1 = P2 V2

580.

Name the unbalanced force which 1. allows a body to fall down from a height 2. stops a moving car, when its engine is shut off. 

Answer»

1. Down ward force (mg) = weight of body is more that upthrust (upward force or resistance due to air). 

2. Force of friction due to ground and air on car is greater than the moving force acting on car. 

581.

State three effects which an unbalanced force can produce. 

Answer»

Effects produced by unbalanced force : 

1. It produces motion in the body. 

2. It can stop a body in motion or it slows down it. 

3. It changes the direction of motion of body. 

582.

Name two pairs of forces which are numerically equal to each other in question.

Answer»

W = R and F = F'

583.

What is an unbalanced force?

Answer»

If two or more forces act on a body such that their resultant is not zero, the resultant is an unbalanced force. 

[Note: Unbalanced force acting on a body = mass of the body × acceleration of the body.]

584.

Explain the term balanced forces.

Answer»

Consider a rigid body acted upon by two forces, equal in magnitude, opposite in . direction and having the same line of action. These forces are called balanced forces as their net effect on the body is zero. 

Example: A glass slab kept on a table is acted upon by two balanced forces: (i) the weight of the slab acting downward and (ii) the upward force on the slab due to the table. Their net effect on the slab being zero, the slab remains at rest.

585.

What are balanced forces?

Answer»

If a body is acted upon by two forces, equal in magnitude, opposite in direction and having the same line of action, the forces are called balanced forces. Here, the net force acting on the body is zero.

586.

What do you understand by the term “unbalanced forces”. 

Answer»

Unbalanced forces : “The set of forces acting on a body simultaneously, such that their resultant force is not zero and the body does not continue in the state of rest or of uniform motion in a straight line, the forces are called unbalanced forces.”

587.

How does the distance of separation between two bodies affect the magnitude of the noncontact force between them?

Answer»

 Non-contact force decreases with the increase in separation.

588.

 What do you understand by “balanced forces”?

Answer»

Balanced force : “When a number of forces act on a body simultaneously such that their resultant is zero and hence, the body continues in its state of rest or of uniform motion in a straight line, then the set of forces acting on the body are said to constitute balanced forces.” 

589.

Name the force required for circular motion. State its direction.

Answer»

Centripetal force is required for circular motion. It is always directed towards the centre of circle.

590.

Compare uniform circular motion and uniform linear motion.

Answer»

Uniform Circular motion : 

1. Speed of body is uniform. 

2. It is accelerated motion. 

3. Velocity of body is variable. 

4. External force is needed. 

Uniform Linear motion : 

1. Speed is uniform. 

2. Acceleration is zero. 

3. Velocity is constant. 

4. No external force is needed.

591.

Differentiate between a uniform linear motion and uniform circular motion.

Answer»
Uniform linear motionUniform circular motion
The body moves along a straight line.The body moves along a circular path.
Speed and direction both remain constant.Speed is constant, but direction changes continuously.
It is not an accelerated motion.It is an accelerated motion.

592.

State three characteristics of non-contact forces.

Answer»

Characteristics of non-contact forces : 

1. Non – contact forces can pass through any kind of medium. They can pass through vacuum. 

2. Gravitational force is always attractive in nature. 

3. Magnitude of non-contact forces on two bodies is inversely proportional to the square of distance between their centres. 

593.

Is it possible to have an accelerated motion with a constant speed? Explain. 

Answer»

Yes, a body moving in circular path has accelerated motion with constant speed.

594.

Give an example of a body moving with a uniform speed, but has an accelerated motion.

Answer»

Motion of moon around the earth is example of moon (with uniform speed and accelerated motion). Gravitational force of the earth provides necessary centripetal force. 

595.

A uniform circular motion is an accelerated motion explain it.

Answer»

When the object moves in a circular path with uniform speed, it means that its magnitude of velocity does not change, only its direction changes continuously. Hence, it is considered as uniformly accelerated motion.

596.

A force of 50 dynes acts on a rigid body, such that the perpendicular distance between the fulcrum and the point of application of force is 75cm. Calculate the moment of force.

Answer»

Force F = 50 dynes 

⊥ distance = 75cm 

∴ Moment of force = F × ⊥ distance 

= 50 × 75 = 3750 dynecm

597.

Is it possible to have an accelerated motion with a constant speed? Name such type of motion.

Answer»

Yes, uniform circular motion has an accelerated motion with a constant speed.

598.

In a uniform circular motion : (a) speed of body continuously changes because the direction of motion changes (b) velocity of body continuously changes because the direction of motion changes (c) the motion of body is accelerated (d) both (b) and (c)

Answer»

(d) both (b) and (c)

599.

A body is describing a uniform cicular motion. Which of the following quantities is/are constant (a) speed (b) acceleration (c) velocity (d) both (a) and (b)

Answer»

(a) speed  is constant.

600.

Explain the meaning of uniform circular motion. Give one example of such motion.

Answer»

When a particle moves with a constant speed in a circular path, its motion is said to be the uniform circular motion. For example: Revolution of earth around sun is an example of uniform circular motion.