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9001.

21.Find the voltage drop (Va) across Silicon diode in the circuit below.+ VaDiode(1) 2A213(a)(c)0.7 V0.42 V(b)(d)0.3 V0.052 V

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By kvlor by normal onservatiomas its a silicon diodeit will be 0.052 volt

9002.

Find the acceleration of the block of mass M in thesituation shown in the figure. All the surfaces arefrictionless and pulleys are massless.30°2M

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9003.

Find the acceleration of the block of mass M in thesituation shown in figure (5-El5). All the surfaces arefrictionless and the pulleys and the string are light.302 MFigure 5-E15

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9004.

A copper wire has diameter 0.5 mm and resistivity of 1.6 x 10* 2 m. What will bethe length of this wire to make its resichange if the diameter is doubled?stance 10 Ω? How much does the resistance

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9005.

change! Jtistily.2)Find the current through the resistance of 2Ί in the given circuit2V2Ί

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9006.

21. The equivalent resistance between Astance between A and B in the situation shown isQ-Dwwww(4) 2R

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3) R is the right answer

2R is the correct answer

2R is the correct answer of this question

3) R is the correct answer

9007.

stance of the planet from the Earth is mcasured byDirectly by meter scale c) Spherometer Method d) Parallax Mcthod

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option (D) is correct.

Parallax is a displacement or difference in the apparent position of an object viewed along two different lines of sight, and is measured by the angle or semi-angle of inclination between those two lines.

9008.

Which acid is produced in our stomach ?

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Ans :- Hydrochloric acid

Gastric acid, gastric juice or stomach acid, is a digestive fluid formed in the stomach and is composed ofhydrochloric acid(HCl), potassium chloride (KCl) and sodium chloride (NaCl).

thanks

9009.

explain the contribution of swatantryaveer savarkar in the armed revolutionary movement

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Swatantra Veer Savarkar was an Indian nationalist who played a vital role in the Movement of Nationalism and Independence of India.

The contribution of swatantra Veer Savarkar to Nationalistic historiography included:

(i) Motivated young Indian to join militant struggle against the British.

(ii) Supported Subhas ChandraBose during the demand of release of Indian soldiers during the World War I.

(iii) Initiated the Nationalistic Movements among Indian students.

(iv) Wrote books related to Indian Nationalism; "1857-Freedom of India

9010.

A rain drop of radius 0.3 mm falling verticaly downwards in air has a terminal velocity of 1m/s. Theviscosity of air is 18 x 10-5 poise. The viscous force on the drop is -

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wrong answer

and in dyne

9011.

A particle is moving around in a circleand its position is given in polarcoordinates as x-RC059, andy Rsinwhere R is the radius of the circle, andθ is in radians. From these equationsderive the equation for centripetalacceleration.

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Without loss of generality, we only need to look at the equation for the x-position, since we know that centripetal acceleration points towards the center of the circle. Thus, when θ = 0, the second derivative of x with respect to time must be the centripetal acceleration.

The first derivative of x with respect to time t is:

dx/dt = -Rsinθ(dθ/dt)

The second derivative of x with respect to time t is:

d2x/dt2 = -Rcosθ(dθ/dt)2−Rsinθ(d2θ/dt2)

In both of the above equations the chain rule of Calculus is used and by assumption θ is a function of time. Therefore, θ can be differentiated with respect to time.

Now, evaluate the second derivative at θ = 0.

We have,

d2x/dt2 = -R(dθ/dt)2

The term dθ/dt is usually called the angular velocity, which is the rate of change of the angle θ. It has units of radians/second.

For convenience we can set w ≡ dθ/dt.

Therefore,

d2x/dt2 = -Rw2

This is the well-known form for the centripetal acceleration equation.

9012.

Which is not a homogeneous mixture?

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A homogeneous mixture is a solid, liquid, or gaseous mixture that has the same proportions of its components throughout any given sample.

For example, milk (when homogenized) and lotions are both examples of colloidal suspensions. There are no phase differences at the human scale, but neither one is a solution. On a more microscopic scale, you could call the suspended micelles phase boundaries, and in that case might not call the mixture homogeneous.

9013.

what is the fractional

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A fraction (sometimes, a common fraction) is a way of expressing a number that is a ratio of two integers: or or even as. The top (or the first) number is called the numerator, the bottom (or the second) number is called the denominator.

9014.

A-8./If α, β are roots of x2-px + q = 0 and α-2, β + 2 are roots ofx--px + r=0,then prove that16q + (r + 4-q)" = 4p2

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9015.

i1 2 13 a root of the equation xpxq*0, where p+1,5 is a root of the equation x2 + px . qR, then find the ordenes pair s si

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thanks

9016.

Three charges +44, Q and q are placed in a straightline of length I at points at distance 0, 1/2 and !respectively. What should be the value of Qinorderto make the net force on q to be zero?(b) -2q(d) 4g(c) 2

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two force are acting on q ,one due to 4q and second due to Q

F1 = 1/4∏ε (4q)q/l2

F2 = 1/4∏ε (Q)q/(l/2)2

= 1/4∏ε (4Q)q/l2

F1 +F2 =0

1/4∏ε (4q)q/l2+ 1/4∏ε (4Q)q/l2=0

Q=-q

9017.

22. A shell is fired vertically upwards with a velocity vfrom a trolley moving horizontally with velocity v2A person on the ground observes the motion of theshell as a parabola, whose horizontal range is22v(1) V1V2(2) i(3) V22v2V1V2

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9018.

A shell is fired vertically upwards with a velocity vfrom a trolley moving horizontally with velocity v2A person on the grownshell as a parabola, whose horizontal range is

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9019.

22. A shell is fired vertically upwards with a velocity vfrom a trolley moving horizontally with velocity v2A person on the ground observes the motion of theshell as a parabola, whose horizontal range is22v1V22v2v(4) 9

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9020.

56.The root mean square velocity of a gas molecule ofmass m at a given temperature is proportional to -(2) m

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9021.

A gas is at 0^{\circ} \mathrm{C}. Upto what temperature the gas is tobe heated so that the root mean square velocity of itsmolecules be doubled.(1) 273 C3)819 (2) 1092 C(4) 100 C

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9022.

Consider a gas with density r and c as the root meansquare velocity of its molecules contained in a volume.If the system moves as whole with velocity v, then thepressure exerted by the gas is22.3re c

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9023.

6. The root mean square velocity of the molecules of anideal gas is :-(I)/RT/ Mw(3) /3RTM(2) /3RT/ M,w(4) /RT/ 3Mw

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The average velocity of gas particles is found using the root mean square velocity formula. μrms= (3RT/M)½

9024.

The atmosphere on a planet is possible only if [whereVms is root mean square speed of gas molecules onplanet and va is escape speed on its surfacel(1) vms-Ve

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Ve should always be greater than Vrms then only particles will not leave the atmosphere of the planet.

9025.

28.The speeds of 5 molecules of a gas (in arbitary units)are as follows 2,3,4,5,6 The root mean square speedfor these moecules is -(1)2.91(3) 4.00(2)3.52(4)4.24w Dnd temnerature

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9026.

xample 10.3 An object is throvertically upwards and rises to a heiof 10 m. Calculate () the velocity withwhich the object was thrown upwardsand (ii) the time taken by the object toreach the highest point.eight

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थैंक्स फ़ॉर सनदींग दिस आंसर

9027.

A body moves 6 m north, 8 m east and 10 nmvertically upwards, what is its resultantdisplacement from initial position(1) 10 2 m(2) 10 m(3) 10/2 m(4) 10 x 2 mm

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9028.

express in km/hr the 70.5 meter in minute

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9029.

In the given current distribution what is the valueof I ?2A5A 3A(a) 3A (b)8A C)2A (d) 5 A

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As incoming current = outgoing currentnow 4+2+I= 5+3I= 8-6= 2

9030.

all4. When a person leaves his home for sightseeing by hiscar, the meter reads 12352 km. When he returns homeafter two hours the reading is 12416 km. (a) What is theaverage speed of the car during this period ? (b) Whatis the average velocity?ight

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9031.

Calculate the value of θ, for which light incident normally on face ABgrazes along the face BCglassHwater 4/3Hw

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9032.

4. When a person leaves his home for sightseeing by hiscar, the meter reads 12352 km. When he returns homeafter two hours the reading is 12416 km. (a) What is theaverage speed of the car during this period ? (b) Whatis the average velocity ?

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9033.

Find the accelerationa of m, and m The stringhom the upper pulley to m is 90 om when the ayetemis releasod trom reat. How long will it take before matrikes the pulley Pon81mum2Figure δ.E12

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9034.

1 toputes the average speed forhis trip to be 20 km h. On his return trip along the same3.Abdul, while driving to school, comute, there is less traffic and the average speed is30 km h. What is the average speed for Abdul's trip?A motorboat starting from reatro4.

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Let the distance be xdistance while going = dist while returningtime = dist./speedso, time while going = x/20time while coming =x/30total time= x/20+x/30=(3x+2x)/60=5x/60=x/12total dist.= 2xavg. speed = total dist./total speed=2x*12/x=24km/hr

x²/6

9035.

Aglassrodisrubbedwithsilk.Statethe kind ofcharge acquired by each

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When you arerubbingtheglass rodwith thesilkcloth, electrons are stripped away from the atoms in theglassand transferred to thesilkcloth. This leaves theglass rodwith morepositivethan negative charge, so you get a netpositivecharge.

How many countries are their in india

9036.

w ) Irom A to C?Abdul, while driving to school, computes the averahis trip to be 20 km h . On his return trip along the sameroute. there is less traffic and the average specthe overade speed is30 km h . What is the average speed for Abdul's trip4. A motorhnat startin

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9037.

talj6.A blacksmith hammers a hot plece of iron while making a tool. How doesthe force due to hammering affect the piece of iron?unll after it has been rubbed

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thanks u very much

9038.

The wavelength of a wave with frequency 1014Hz will be:(A) 3 x10-6m (B) 3x106m(C) 10°m(D)

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We know that

λν=c

now wavelength= c/v= 3*10^8/10^143*10^-6mOption-A

9039.

velocityOP-anin a planobiect othe oisNos(-ㄙayesihe with a cons tant

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Using equation of motion:

V = u + at

we haveWriting the equation of motion in vector form.a =(3i+8j) m/s2

v=-4j + (3i+ 8j)1 as u = -4j m/s and t=1 sec

or , v= 3i+ 4j

​so final velocity = (32+ 42)1/2= 5m/s

9040.

lens made of glass has focal length 0.15m in alr. If the Rl of glass is 3 /2Tessthana-fAconvexand that ofa) 0.45m b) 04)water is 4/3, the focal length of lens when immersed in water is-.15m c) 0:30m d) 0.6m

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9041.

oint at poteitial 200.I I68 Two identical particles, each having a charge of2-0 x 10 C and mass of 10 g, are kept at a separationof 10 cm and then released. What would be the speedsof the particles when the separation becomes large?

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9042.

. Suppose the ceiling in the previous problem is tan elevator which is going up with an acceleration2-0 m/s . Find the elongations.

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9043.

ield and PotentialConsider the situation of the previous problem. A chargeof -2.0 x 10 C is moved from the point A to the pointB. Find the change in electrical potential enerU-U, for the cases (a), (b) and (c)ad

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i asked another question form other books

i asked other from another book y/N

9044.

12. The following diagram (Fig 4.21) shows anincident ray AO and the normal ON on a planemirror. Find the angle of incidence and angle ofreflection.30°Fig. 4.21

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angle of incidence,i=90°-30°=60°r=ir=60°

i+ n = 90i=90-30i=60i=rr=60

9045.

In previous problem ifI is reversed in direction, thenVB-V equals(A)5V(C) 15 V(B) 10 V(D)20 V

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Va+5+15+5=VbThen Vb-Va=20V

9046.

FILL IN THE BLANKSis called converging lens whileis called diverging Lensdisoction af liht hymirror is known as

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convex lensis aconverging lens. When parallel rays of light pass through aconvex lensthe refracted raysconvergeat one point called the principal focusconvex lensis aconverging lens. When parallel rays of light pass through aconvex lensthe refracted raysconvergeat one point called the principal focus

concave lense is diverging lense

9047.

A doctor has prescribed a corrective lens of power +1.5 D. Find the focal length ofthe lens. Is the prescribed lens diverging or converging?

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9048.

Study the following ray diagram:In this diagram, the angle of incidence, the angle of emergence and theangle of deviation respectively have been represented by(A) y,p,z(B) x, q, z(C) p, y, z(D)p, z, y31/310

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option D.

9049.

Study the following ray diagram:In this diagram, the angle of incidence, the angle of emergence and theangle of deviation respectively have been represented by(A) y, P, z(B) x, q, z(C) p, y, z(D) p, z, y1031/3

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option D.

9050.

The reading of the ideal voltmeter in theadjoining diagram will be :-10 V2202

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