InterviewSolution
This section includes InterviewSolutions, each offering curated multiple-choice questions to sharpen your knowledge and support exam preparation. Choose a topic below to get started.
| 4801. |
Work done in increasing the size of a soap bubble from a radius of 3 cm to 5 cm is nearly. (Surface tensionof soap solution 0.03 N/m)(A) 4π mJ(B) 0.2π mJ(C) 2π mJ(D) 0.4π mJ |
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| 4802. |
92. The radius of a soap bubble is r. The surface tensionof soap solution is T. Keeping temperature constantthe radius of the soap bubble is doubled, the energynecessary for this will be(1) 24 n r2 T(2) 8 T r2T(3) 12 n r2T(4) 16 π r*T |
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| 4803. |
Under isothermal conditions two soap bubbles of radíi a and coalesce to form a singebubble of radius c. If external pressure is p, the suriace tension of soap solution isequal to41.d +b4 a +b+ |
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| 4804. |
Q8 Obttain the dimension formula for energy |
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Answer» Energy is defined as ability to do work. Mathematically,Energy = Work.Dimensional formula of Work = M1L2T-2Putting these values in above equation we get,Dimensional Formula of Energy = M1L2T-2SI unit of Energy is Joule (J) |
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| 4805. |
b sea diver be so that he can hear his own echo?of soar station picks up a return signal after 3 seconds. How for away is the object ? (Speedsonar staticof sound in water-1440 m/s)An |
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| 4806. |
, A sonar device on a submarine sends out a signal and receivesan echo 5 s later. Calculate the speed of sound in water if thedistance of the object from the submarine is 3625 m. |
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| 4807. |
32A ball is thrown from the roof of a building of height 44m with speed vo at an angle e below thehorizontal. It lands 2 seconds later at a point 30m from the base of the building, then the value oftan 8 is (g 10 m/s?)2.3-534 |
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Answer» thanks a lot it travel 12m distance in vx I don't understood that 44=...,.... step replyyyyy s = ut + 1/2 at^2 Substitute in that the values. but s will be then total distance or just the distance travel in 2 sec how u can take time 2 sec it is the time at which it travel 14 m from top ya u are right I understood now |
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| 4808. |
A ball is dropped from the top of a tower of height 100m. Simultaneously, another ball was thrown of 50 m/s(g 10 m/s2). These two balls would cross each otherafter a time(A) 1 second(C) 3 seconds(B) 2 seconds(D) 4 seconds |
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Answer» ⇒ the time taken by both balls at point P has same time ' t ' seconds . ⇒ for first ball , that is in the diagram from A to P S = ut + 1/2 at² we know that u = 0 and a = g ⇒ ( 100 - x ) = (0)t + 1/2 gt²------------(1) now, for the second ball from B to P in the diagram , S = t + 1/2 at² where u = 50 m/s and a = -g therefore, x = 50(t) - 1/2gt² ------------------(2) by adding equation (1) and (2) we will get , 100 = 50 t implies, t = 100 / 50 therefore t = 2 sec . therefore the time that they cross each other is 2 seconds. ------------------------------------------------------ answer of this question is 2 second |
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| 4809. |
is thrown upwaras.A stone falls from a building and reaches the ground 2.5 seconds later. How high is the building?(g 9.8 m/s2)40 A stonedronned from a height of 20 m |
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| 4810. |
Why is a gap left between the ends of two railway lines in a railway track? |
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Answer» In traditional railway construction, rails are laid down over sleepers, clamped to them and then fastened to one another by means of fishplates. These fishplates not only help the whole track structure to maintain its integrity, but also ensure that a certain (small) distance between rails is kept. This is due to thermal expansion. All solids expand (increase in size) in a certain measure when subjected to high temperatures — and contract when cooled. This is a basic thermodynamic fact: molecules always vibrate and when heated, this vibration increases, slightly expanding the bulk of the material. When the main dimension of a solid is linear (like in rails) we talk of linear thermal expansion. This effect can be modeled with a constant coefficient for ambient temperatures. Rails are made of a steel which has a linear thermal expansion coefficient of around 12 µm/(m·K). That is: each meter of rail expands 0,012 millimeters for each degree of temperature increase. |
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| 4811. |
d OBABCDEF is a regular hexagon with 0 as the center of the hexagon. The vectors O4are a and b respectively. Find the vector OF in terms of vector a,b.Q8.an0LEVEL 3 |
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Answer» On joining OF , the resultant of OF +OB , will be OA => OF + OB = OA=> OF = OA - OB = a-b |
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| 4812. |
CtIf sin'x sinx 1 then prove that cot'x + cot-x 1 |
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| 4813. |
20. Two bodies move in a straight line towards eachother at initial velocities v, and v2 and with constantaccelerations a and a2 directed against thecorresponding velocities at the initial instant. Themaximum initial separation between the bodies, forwhich they meet during the motion, is(In) Vi+v2)-12(a1 +a2)▼2(2)2(a1 - a2)(3) (Vi+V2)2(a, +a2)2(a, + a2) |
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| 4814. |
011A particle is projected with same speed o at two different angle ofprojection from the horizontal ground and it is found that rangesare equal. The sum of maximum heights attained in these twocases, iSChooseilanswer |
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| 4815. |
At+Bt2, whereIf the velocity of a particle is vA and B are constants, then the distancetravelled by it between 1 s and 2 s is:47.3(1) A+4B(2)3A +7B3 7A B |
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| 4816. |
If the velocity of a particle is v At Bf2, whereA and B are constants, then the distance travelledby it between 1 s and 2 s isNEET-2016]A B(1) 2 3(2) A+ 4B23. 7(4) A+B(3) 3A + 7B |
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| 4817. |
Two balls of same mass & identical in shape & size are allowed to fall from two different heights16 m and 64 m. Then, the ratio of their momentum just before striking the ground is:(1) 1:12)1:23)1:44)1:16 |
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| 4818. |
4)Find is, is, isMMMMК.IK12V12 VTov |
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| 4819. |
The position of a particle along x-axis is expressed as x=a t^{3}+b t^{2}+c t+d. The initial acceleration of the particle isA) 6aB) 2 bC) (a+b)D) (a + c) |
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| 4820. |
What do you think a1.5V and a 12V motorcould be used for? |
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Answer» 1.5V meansthat there is a potential energy difference of1.5joules per coulomb between the points where that potential difference is measured. Similar for 9V, 12V, or 480,000V. Batteriesare based on certain electrochemical reactions and those reaction all produce a voltage in the region of1.5to 3.0voltspercell. |
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| 4821. |
3. Give two definitions of dot product |
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Answer» In mathematics,the dot productorscalar productis an algebraic operation that takestwoequal-length sequences of numbers (usually coordinate vectors) and returns a single number. ... Geometrically, it isthe productoftheEuclidean magnitudes ofthe twovectors andthecosine oftheangle between them In mathematics,the dot productorscalar productis an algebraic operation that takestwoequal-length sequences of numbers (usually coordinate vectors) and returns a single number. ... Geometrically, it isthe productoftheEuclidean magnitudes ofthe twovectors andthecosine oftheangle between them. Dot Product  A way of multiplying two vectors: a · b= |a| × |b| × cos(θ) Where || means "the magnitude (length) of"And θ is the angle between the vectors Example: the lengths of two vectors are 3 and 4, and the angle between them is 60°So the dot product is: a · b= 3 × 4 × cos(60°) = 3 × 4 × 0.5 = 6 like for like........ |
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| 4822. |
Definitions of supplementary units |
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Answer» Supplementary unitsare the dimensionlessunitsthat are used along with the baseunitsto form derivedunitsin the International system. The class ofsupplementarycontains only two purely geometricalunits, that is the radian and the steradian. |
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| 4823. |
A vehicle starting from rest attainsa speed of 72 km/h after coveringa distance of 100 m. If the mass ofthe vehicle is 500 kg, the forceexerted by the engine is |
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Answer» u = 0, v = 72 km/hr = 72*5/18 = 20 m/s, s = 100 m Using,v = u + atat = 20......... (1) Now,s = ut + 1/2 at^2100 = 0 + 1/2*(at)*t100 = 1/2*20*tt = 100/10 = 10 s From eq(1)a*10 = 20a = 20/10 = 2 m/s^2 Force exerted by engine= mass*acceleration = 500*2 = 1000 N v=72km/h=72*5/18=20m/su=0 s=100m v^2-u^2=2asa=v^2-u^2/2s =20^2-0^2/2*100 =400-0/200 =400/200 =2m/s^2m=500kga=2m/s^2F=ma =500*2 =1000N |
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| 4824. |
Example 8.5 A train starting from restattains a velocity of 72 km hl5 minutes. Assuming that theacceleration is uniform, find (i) theacceleration and (ii) the distancetravelled by the train for attaining thisvelocity. |
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| 4825. |
a train starting from rest attains a velocity of 72 kilometre per hour in 5 minutes assuming that the acceleration is uniform find first the acceleration and second the distance travelled by the train for attaining this velocity |
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Answer» at first u=initial velocity=0 using v=u+at a=1/15 m/s2. then using s= ut + 1/2 at2 . s=3 km |
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| 4826. |
\operatorname { lim } _ { x \rightarrow 0 } \frac { \operatorname { sin } \operatorname { log } ( 1 + x ) } { x } |
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| 4827. |
1) Find the conversion factor between S.I. unit and CGS unit of density. |
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Answer» TheSI unitof kilogram per cubic metre (kg/m3) and thecgs unitof gram per cubic centimetre (g/cm3) are probably the most commonly usedunitsfordensity.1,000 kg/m3equals 1 g/cm3. (The cubic centimeter can be alternately called a millilitre or a cc.) |
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| 4828. |
In an Ac circuit,current and voltage are given as i=5coswt,v=200 sinwt.power loss in the circuit is? |
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| 4829. |
What is power factor? |
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| 4830. |
The power factor of L-R circuit |
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Answer» The power factor of an LCR circuit is defined as the ratio of the real power (W) consumed by a circuit to the apparent power (VA) consumed by the same circuit.It is the cosine of the phase angle between voltage and current. The power factor can get values in the range from 0 to 1. |
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| 4831. |
10] Find the conversion factor when 1 kilowatt of power is expressed in erg/sec. |
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Answer» kilowatthour=3.6×10^6J.1J=1Kgms^-2×m=1Kgm^2s^-2.therefore3.6×10^6J=3.6×10^6Kgm^2s^-2.so3.6×106Kgm^2s^2=ngcm^2s^-2.orn=3.6×10^6(Kgg)mcm^2ss^-2.orn=3.6×10^61000g1g100cm1cm21-2.orn=3.6×10^13.Therefore1Kilowatthour=3.6x10^13erg/sec |
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| 4832. |
give the relation of v, i, z, power factor and power for different AC circuit |
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Answer» Ohm's Law is a mathematical equation that shows the relationship between electric voltage (V), current (I) and impedance (Z). Ohm's Law is often seen with impedance replaced by resistance, which is fine for electricians wiring a house with only resistance in the circuits. However, in nondestructive testing the circuits also have inductive reactance and capacitance which also impede the flow of electricity. Therefore, impedance is used in this version of Ohm's Law. Ohm's Law can be expressed in the following three ways. V = I x Z Z = V / I I = V / Z Ohm's law is used in eddy current testing to determine the change in impedance caused by some change in the material or loading of the test coil. Eddy current instruments typically apply a constant AC current and monitor the voltage or visa versa. A change in the voltage (or current) in an eddy current test system can be directly related to a change in impedance. fuck of |
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| 4833. |
4ツCheck whether (5,2) (6,4) and (7-2) are the vertices of an isoscelestrange |
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Answer» If you like the solution, Please give it a 👍 |
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| 4834. |
For a consumer the most economical power factor is usually |
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Answer» For a consumer a most economical power factor will be between 0 to 1it may be 0.85 laggingas most of the appliances are in lagging nature |
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| 4835. |
Which effect of current is utilised in an electric light bulb ? |
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| 4836. |
Permittivity ofvacuum (Îľ |
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Answer» approximately 8.85The permittivity of free space (a vacuum) is a physical constant equal to approximately 8.85 x 10-12 farad per meter (F/m). It is symbolized o. In general, permittivity is symbolized and is a constant of proportionality that exists between electric displacement and electric field intensity in a given medium. find the dimentions of permittivity of vacuum. In brife |
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| 4837. |
Find the dimensions of (i) Power, (ii) Force and(ii) Permittivity of yacuum (Eo). |
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Answer» wrong aahe |
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| 4838. |
A carpenter hasconstructed a toy as shownin the adjoining figure. Itthe density of the materialof the sphere is 12 timesthat of cone, the position ofthe centre of mass of thetoy is given by(A) at a distance of 2Rfrom O4Rし)(B) at a distance of 3R from O R(C) at a distance of 4R from O(D) at a distance of SR from O |
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Answer» If the density of cone is p, then mass of cone = density x volume=p1/3π(2R)²= 16/3π(R)³pThis mass is concentrated at a height from O= h/4 =4R/h = R Mass of the sphere= m₂= density x volume= 12p x 4/3π(R)³= 16πR³p= m3 This mass is concentrated at O2, i.e. at a distance of 4R+R=5Rfrom O.Hence centre of mass of whole system will beYcm = m1y1 + m2y2/m1 + m2=mR + 3m(5R)/ m + 3m= 16mR/ 4m=4R hence, option (C) is correct. |
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| 4839. |
1. The relative permittivity (E) of a medium is equal to(c) EXE,(b)E+E(d) E-E |
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Answer» options d hoga answer Relative permittivity= €/€° option a hoga. (d) is a correct answer a answer create hoga |
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| 4840. |
Briefly state the functioning of a refrigerator. |
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Answer» The refrigerator is just the reverse of a heat engine. In this the working substance extracts an amount of heat Q2 from the sink and after doing work rejects an amount of heat Q1 to the source which is at a higher temperatureT1 |
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| 4841. |
â6.Ifl+0âĄ-QI; then what is the angle betweenP BQ? |
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| 4842. |
A circular hoop of mass m and radius R rests flat on a horizontalfrictionless surface. A bullet, also of mass m, and moving with avelocity v, strikes the hoop and gets embedded in it. The thicknessof the hoop is much smaller than R. The angular velocity withwhich the system rotates after the bullet strikes the hoop is(B4R2V3R3Re)4R |
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| 4843. |
0. A uniform flat circular rim is balanced on a sharpvertical nail by supporting it at a point A, as shownin Fig. 1.41. Mark the position of centre of gravity ofthe rim in the diagram by the letter GCLAMPWALLRIMFig. 1.41 |
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| 4844. |
24. The coefficient of linear expansion of copper is 17 x 10-5C. What will be the increase in lengthfor change in length) of a copper wire 10m long when heated from 30°C to 60 C?1) 0.051 m2) 0.0051 m3) 1.5 m4) 2.1 m |
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Answer» Increase in length = coefficient of linear expansion*original length*temperature change= 17*(10^-6)* 10*30= 0.0051m Please hit the like button if this helped you. |
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| 4845. |
24. A small steel sphere is tied to a string and iswhirled in a horizontal circle with a uniformangular velocity ω1. The string is suddenlypulled so that the radius of the circle is halved. Ifω2 is the new angular velocity, then(a) ω1>ω2(c) ω1-02(b)(d)ω1=202ω2 > 0). |
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Answer» Option ATake an element of length dr. mass per unit length= m/l dr Tension=integral mw2rdr/L=mw2r2/2L |
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| 4846. |
1. U.C.M.M.C.Qs.in1. The angular displacement is given by0 = at2 + bt + c then its angular velocity att = 1 second is ----(a) 2a + b (b) a + b (c) a - b (d) a + b + c.. |
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Answer» Given,Angular Displacementtheta = at^2 + bt + c Angular velocity is given byd(theta)/dt = 2at + b Therefore,For t = 1Angular velocity = 2a*1 + b= 2a + b (a) is correct option |
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| 4847. |
tud8 or dien fiu17.momentum of a body is increased by 100 %then what will be the percentage increase in K.E.[Ans. 300 %]of the body? |
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Answer» thanx y kaise aaya please explain |
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| 4848. |
I. A stone ofkg mass is attached to one end of a 0.8 m long0.5aluminium wire of 0.7 mm diameter and suspendedvertically. The stone is now rotated in a horizontal plane at arate such that the wire makes an angle of 85° with thevertical. Find the increase in the length of the wire. (Y foraluminium 7x 1 010 N/ m2 ,sin 850-0, 9962 and cos 85%0.0872)a 0.7 mm (.7 mm (c) 1.7 cm (d) 17 cm |
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Answer» wrong answer |
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| 4849. |
Find the centre of mass of a uniform L-shaped laminaa thin flat plate) origine with dimensions as shownin figure. The mass of lamina is 3 kg.(A) 6'65 7)(B) 6'6A22m3' 6O (0,0)(D) 16' 7ラ |
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Answer» Lets suppose each square lamina has a mass of 1 kg. having COM at (1/2, 1/2) (3/2, 1/2) (1/2, 3/2) COM of L shaped lamina will bex= m1x1 + m2x2 + mx3/ m1 + m2 + m3by putting the values we will get x= 5/6m y = m1y1 + m2y2+ m3y/ m1 + m2 + m3y= 5/6 m |
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| 4850. |
(d) 5/18 m, 1/3m54. Find the centre of mass of a uniform Lshapedlamina (a thin flat plate) with dimensions as shownThe mass of the lamina is 3 kg.2 m2 m(b) 3/4 m, 3/4 m(a) 5/6 m, 5/6 m(c) 5/8 m, 5/8 m |
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Answer» note I have consider reference pt to be bottom left corner since it was not mentioned in question but probably they have taken it center so their value is 5/6,5/6. so don't worry about it. position is still same while coordinates are different. |
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