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8901.

ExAMPLE 17 The mass of an object is 60 kg on thesurface of the earth. What would be its weight whenmeasured on the surface of the moon? What would beits mass on the moon? (take g = 10 m/s^2)

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8902.

32. Round the following numbers to 2 significant digits(a) 3472, (b) 84 16, (c) 255 and (d) 28 5.

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8903.

ther's blo 3 How are the sex chromosomes represented in(a)malesand(b)females?4. How many chromosomes do human beings have?HIl Name tht widht with5. Name the hormone secreted by pancreas.6. What is the other name of ductless glands?

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3.ans> male: XY Female: XX4.ans> 46.6.ans> endocrine gland.

8904.

Loudness is determined by theof vibra

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Loudness is determined by the AMPLITUDE of vibration

8905.

Fill in the blanks with suitable words.(a) Time taken by, an object to complete one oscillation is calledime peuo(b) Loudness'is determined by the Ambihty of vibration.(c) The unit of frequency is(d) Unwanted sound is called Noise(e) Shrillness of a sound is determined by theoaof vibration.

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8906.

Example 2.13 If a and b are the vectors AB and BCdetermined by the adjacent sides of a regular hexagon. Whatare the vectors determined by the other sides taken in order.

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8907.

24. Force of friction and tension in a string are(a) Gravitational forces (b) Electromagnetic forces(c) Nuclear forces(d) Weak forces

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option b) electromagnetic force

8908.

11. The power of a heart which beats 72 times in a minute is 1.2 kW. Calculate the wodone by heart for each beat. If blood is disnlaced by 80 cm with each heartthe blood ver, then also calculate the force exerted by the one heart beat.

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8909.

How much blood is in the human body?

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5.7 litres.

Approximately 4.7 to 5.5 litres.

8910.

which organ is our body pumps blood

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Ans :- heart

The humanheartis an organ that pumps blood throughout the body via the circulatory system, supplying oxygen and nutrients to the tissues and removing carbon dioxide and other wastes.

8911.

Draw the shapes of P-orbitals and d-orbitals

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8912.

ी 1८% olहल ~ व न.््‌ 10 कि : 4;*’ e

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Theelectric flux(φ) through curved surface = ϐ E ds cos θ

φ = ϐ E ds[we know, θ = 0; cosθ = 1]

= E (2πrl)

(The surface area of the curved part is 2πrl)

Since E→and ds→are right angles to each other, the electric flux through the plane caps = 0

so, Total flux through the Gaussian surface,φ = E. (2πrl)

The net charge enclosed by Gaussian surface is,q = λl

By Gauss’s law,E (2πrl) = λl/ε0

or,E = λ / 2πε0r

8913.

14. The heart of a man pumps 5 litres of bloodthrough the arteries per minute at a pressure of150 mm of mercury. If the density of mercury be13.6 103 kg/m3 and g = 10 m/s2 then the powerof heart in watt is[Re-AIPMT-2015)(1) 1.50(2) 1.70(3) 2.35(4) 3.0

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WORK DONE BY THE HEART=PV

WHERE,P is pressure and V is the volume of blood being pumped.

therefore,P=hpg

here,h=height of mercury=150mm

= .15m

p=density of mercury=13.6*10^3kg/m^3

g=10m/s^2

also,V=5000 i.e, 5*10^-3m^3

now, P=W/T=hpgv/t

where,t=60

therefore, putting all these values we get,P=1.7W

THEREFORE,THE POWER OF HEART IS 1.7M

option 2 is the correct

8914.

The equivalent resistance between points A and Bin the circuit given in Fig. is20 21 22 222 222 22222 amFig. 12.3

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7.97ohms

2+2 ll 6 =2.42.4+2+2+2+2=10.410.4 ll 6 =3.803.80+2+2+2+2=11.8011.80 ll 6 =3.973.97+2+2=7.977

8915.

What are the machines used to check the progress of unborn babies still in the mother’s womb?

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ultra sound machines

Ultrasound machines

8916.

What are the machines used to check the progress of unborn babies still in the mother’s womb?

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Ultra Sound Machines

8917.

Establish the relationship between speed of sound, its wavelength and frequency If velocity ofsound in air in 340 m/s. Calculate.15)i) Wavelength when frequency is 256 Hz.ii)frequency when wave length in 0.85 mt to distance for a disturb

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RELATIONSHIP BETWEEN SPEED OF SOUND, WAVELENGTH, FREQUENCY :-

Speed = distance / time

V = wavelength / timeV = wavelength × 1/timeFrequency = 1/timeV = wavelength × frequency

1) Wavelength = speed / frequency

= 340 / 256= 1.32 m

2) Frequency = speed / wavelength

= 340 / 0.85= 400 HZ

8918.

Write one factor which justifies the need of modulationfortransmission of a signal.

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In fact there are many factors justifying the need of modulation.Mainly we perform modulation in order to make baseband (message) signal compatible with the channel. Few of the factors are:

Size of the antenna

Most of the signals of our interest are of low frequency(information signals). Now we know that frequency and wavelength hold an inverse relation. So a low frequency signal will have larger values of wavelength

Now,Size of an antenna is given by the relation

Antenna size = wavelength/4 ,which will a large value

And now we don’t want a low frequency and end up with a huge antenna.Having an antenna of such large dimension is impractical. Hence we modulate baseband signal with a high frequency carrier.

2.Interference of signals from various transmitters

In order to avoid the interference of signal from different transmitters,high frequency is required which can only be achieved by modulating the base band(message signal).

8919.

Write one factor which justifies the need of modulation fortransmission of a signal.

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In fact there are many factors justifying the need of modulation.Mainly we perform modulation in order to make baseband (message) signal compatible with the channel. Few of the factors are:

Size of the antenna

Most of the signals of our interest are of low frequency(information signals). Now we know that frequency and wavelength hold an inverse relation. So a low frequency signal will have larger values of wavelength

Now,Size of an antenna is given by the relation

Antenna size = wavelength/4 ,which will a large value

And now we don’t want a low frequency and end up with a huge antenna.Having an antenna of such large dimension is impractical. Hence we modulate baseband signal with a high frequency carrier.

2.Interference of signals from various transmitters

In order to avoid the interference of signal from different transmitters,high frequency is required which can only be achieved by modulating the base band(message signal).

8920.

4. Define momentum. For two moving objects in direct collision their momentum remains conserved.Explain with the help of a diagram.

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Momentumcan be defined as "mass in motion." All objects have mass; so if an object is moving, then it hasmomentum- it has its mass in motion. The amount ofmomentumthat an object has is dependent upon two variables: how much stuff is moving and how fast the stuff is moving.

8921.

define a relation between wave length, frequency and velocity of sound

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Therefore, therelationship betweenf and is inverse: The higher thefrequency, the shorter thewavelengthof asound wave. Thespeed of soundcan change whensoundtravels from one mediumtoanother. ... Since v = f λ v = f λ , the higher thespeedof asound, the greater itswavelengthfor a givenfrequency.

please like the solution

8922.

Which wave property determines a) loudness

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The amplitude of the wave determines the loudness, i.e., more the amplitude of a wave, more is the loudness produced.

The frequency of the wave determines the pitch, i.e., higher the frequency of a wave, more is its pitch and shrill is the sound.

8923.

What determines the rate at which energy is detiveret by a curresc

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8924.

State one factor which determines the intensity of light in the photon picture of light?

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Intensity of a particle(Photon,quantum of energy) is defined the flux of no. of particles per second(means no. of photons passing per area per time). So in the photon picture of light if no. of photons increases then intensity of light increases.

8925.

Potential determines the:(a) Direction of flow of electric charges(b) Direction of electric field(c) Direction of flow of electric current(d) of these

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direction of flow of electric charges

8926.

12.A square plate of 10 cm side moves parallel to anotherAns, 1.5 × 10 . N.plate with a relative velocity of 10 cm s1, both platesimmersed in water. If the viscous force is 2 × 10calculate the perpendicular distance betweenplates.1-3 N,Ans. 0.05 cm.3. Water is flowing through a horizontal tube 4 km inlength and 4 cm in radius at a rate of 20 litre sCalculate the pressure required to maintain the flovwin terms of the height of mercury column. Ans. 60 cm.

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This is the answer of whic questions

8927.

write the si units for wave length, frequency, and time period

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Wavelength is also measured in metres (m) - it is alengthafter all. The frequency, f, of a wave is the number of waves passing a point in a certain time. We normally use a time of onesecond, so this gives frequency the unithertz(Hz), since onehertzis equal to one wave persecond.

8928.

What is the relationship between frequency and time period of a wave?

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frequency is inversely proportional to the time period of wave

8929.

what is absolute motion

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Absolute motionismotionthat does not depend on anything external to the moving object for its existence or specific nature. Absolutists hold that there are manymotionsthat appear the same no matter from what reference frame they are observed.

8930.

Are rest and motion absolute or relative terms ?

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Rest and motionarerelative terms. ... If an observer is atrestin his or her own frame of reference, but he may be moving in other observer's frame of reference. So if two different observers are not atrestwith respect to each other, then they too get different results when they observe themotionorrestof a body.

8931.

Q-3 If the resultant of all the forcesacting on a body is not zero then theforces are said to be

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unbalanced

The sum of all the forces acting on an object is the net force or resultant force. If all the forces cancel out, the resultant force is zero, else, the forces are said to be unbalanced.

unbalanced forces because if all the forces acting on a body is not a zero then it s unbalanced

8932.

UNBALANCED FORCES

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Balancedforcesdo not cause a change in motion. When balancedforcesact on an object at rest, the object will not move. If you push against a wall, the wall pushes back with an equal but oppositeforce. Neither you nor the wall will move.Forcesthat cause a change in the motion of an object areunbalanced forces.

Balancedforcesdo not cause a change in motion. When balancedforcesact on an object at rest, the object will not move. If you push against a wall, the wall pushes back with an equal but oppositeforce. Neither you nor the wall will move.Forcesthat cause a change in the motion of an object areunbalanced forces.

Unbalanced forcesareforcesthat cause a change in the motion of an object. Learn more about how to identify balanced andunbalanced forcesthrough several examples and test your knowledge with quiz questions.

8933.

8.Name the forces acting on a plastic bucket containing water held aboveground level in your hand. Discuss why the forces acting on the bucket donot bring a change in its state of motion.

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thanks u very much

8934.

&. Your school building isa) at absolute restb) At rĂŠlative restc) In non Uniform motiond) none

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your school building is at relative rest.

8935.

8. Absolute temperature can be calculated by:(1) mean square velocity(2) motion of the molecule(3) both (a) and (b)(4) none of the above

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Yeah absolute temperature can be found out by both the methods. Option 3 is correct.

8936.

BalancedForces

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Balance forcesare twoforcesacting in opposite directions on an object, and equal in size. Anytime there is abalanced forceon an object, the object stays still or continues moving continues to move at the same speed and in the same direction.

8937.

.What are the balanced forces acting on a book at rest on a table?

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8938.

Balanced and UnbalancedForces.1

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What is a Balanced Force?

A force where two forces of equal size, act on a body, in opposing directions is known as a Balanced Force. In Balanced Force, a body continues to be in its position i.e. it may be continuously moving with the same speed and in the same direction or it may be still in its position.

Example of Balanced Forces-

Suppose you are pushing a wall and as expected, the wall does not move and neither do you. It means that you and the wall are exerting a balanced force on each other.

What is an Unbalanced Force?

A force where two forces acting in opposing directions on a body, are not equal in magnitude and in size, is known as an unbalanced force. In an unbalanced force, a body changes its position i.e. we can observe a moving object changing its direction, either increasing the speed or decreasing the speed and a body at rest starts to move and vice versa.

Example of Unbalanced Forces-

Practically anything that moves is a result of the exertion of unbalanced forces on it. If you kick a football and it moves from one place to another, it means that unbalanced forces are acting upon it.

8939.

ii) On what factors does the resistance of a conductor depend?Write an expression relating all the factors.

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8940.

1. Is absolute rest and absolute motion possible ?

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8941.

1. What are called balanced forces? Give examples.

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Forces that are equal in size but opposite in direction are called balanced forces. Balanced forces do not cause a change inmotion. When balanced forces act on an object at rest, the object will not move. If youpushagainst a wall, the wall pushes back with an equal but opposite force

This is an example of balanced force. The force exerted by each person is equal, but they are pushing in opposite direction, in this case together. It would look something like this. Because the force that each of you is exerting is equal, the two forces cancel each other out and resulting force is zero.

8942.

Why nuclear forces are called exchange forces?

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Due to presence of electromagnetic forces between the nuclear particles the nuclear forces are called exchangeforces

8943.

A. TEName the plant which show vegetative propagation by graftingA. WheatB. RoseC. PaddyD. All of these

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B. Rose is correct option

8944.

Differentiate between muscular and magnetic forces.

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Muscular force is a contact force. Whereas magnetic force is non-contact foce

Muscular ForceA mechanical force generated from the contraction of specialized cells that can contractand in most muscles, the energy is transmitted out thru the bones on pivots(joints) pulled by tendons.Example:Movable bones (arms, legs, etc.) require opposing sets of muscles. Muscles can applyforce only by contracting and opposing muscles must relax. It is possible to consciouslystrongly tense (contract) opposing muscles without motion or to relax opposing musclesat the same time.

Magnetic ForceMagnetic force is the same as gravitational and electrical forces in that no one knowstruly what it is. Magnetic force is different from gravitational and electrical forces in thatits potential and momentic energy is at the expense of an electrical field in time.The existence of a magnetic field is a necessary consequence of the laws of electrostatics,and the principles of special relativity. One of the prerequisites of special relativity isthere must be motion, and it is in effect when the observer is in motion relative to thesystem from the observer's point of view.ExampleMaglev (derived from magnetic levitation), is a system of transportation that suspends,guides and propels vehicles, predominantly trains, using magnetic levitation from a verylarge number of magnets (magnetic force)for lift and propulsion.

8945.

In Young's double slit experiment, fringes of certain width are produced onthe screen kept at a certain distance from the slits. When the screen ismoved away from the slits by 0 1 m, fringe width increases by 6 x 10-5 m.The separation between the slits is 1 mm. Calculate the wavelength of thelight used.

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8946.

2. Explain why a long pole is more beneficial to the tight rope walker if the pole has slightbending 2

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It's all in the balance and the weight. A longer pole provides more stability for those reasons. Think of it this way. At your now given height, if your arms were only a foot long, could you balance yourself while say walking on top of a narrow wall? or is it easier to do with your arms at their normal length? the poles are made to be flexible and not rigid so that they flex and the walker can adjust the pole while walking. Better center of gravity.

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8947.

What are the differences betweenkinetic energy and potential energy?

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Energy is the ability of an object to do work. Kinetic energy is the energy which an object posses due to motion. While potential energy is the energy that is stored due to its position. In terms if a helicopter is moving at 120km constant height, with a varying speed, the potential energy is the same(because it is with respect to position here height) but kinetic energy increases or decreases with speed of the helicopter.

8948.

(1) When resistors are connected in parallel, the current divides in the(a) direct ratio of resistances(b) inverse ratio of resistances(c) inverse ratio of the potential differences(d) none of these

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8949.

- photon in the ligh boam/ocfbork of resistors is connected to a 16 V battery with internal resistance of lber asis the following figure Compute the equivalent resistance of the network406ΊRu16 V

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8950.

A 6VWhile performing the experiment to find equivalent reistance of a combination of resistance bymaking a circuit as shown above, Reena measured reading of voltmeter 'V' which gives potentialdifferences between P and Q. The reading will be

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what are you minster