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.
| 13351. |
A body travels a distance 10m with velocity 10 m/s and distance 30 m with velocity 30 m/s in the samedirection. The average velocity of the body is |
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| 13352. |
4. Two objects of masses 100 g and200 g are moving along the sameline and direction with velocities2 m s and I m s1,respectively. They collide andafter the collision, the first objectmoves at a velocity of 1.67 msDetermine the velocity of thesecond object. |
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| 13353. |
An elevator is moving up with an acceleration g/5.The apparent weight of a 60 kg man standing in the lift isTake [g =10 ms^-2](A) 480 N(B) 720 N(C) 600 N(D) 1000 N |
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Answer» Due to movement of elevator , the pseudo force will act downward along with Mg soz the net force will be = mg +mg/5 = 6mg/5 = 720N option B |
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| 13354. |
2TA ne-ther、fonal thevelo-city-at the |
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| 13355. |
position of a body is x=5+3tsquare what the average velocity between t=2s,t=4s |
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Answer» displacement between t = 2 and t = 4 ,= 5+3(4)² - (5+3(2)²)= 48-12= 36 so, avg velocity = Displacement/time = 36/2 = 18m/s |
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| 13356. |
Pre-Medical: PhysicsisA particle starts from rest with constantacceleration. The ratio of space-average velocity32to the time average velocity is:4334322The relation t vx +3 describes the position of aparticle where x is in meters and t is in seconds |
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| 13357. |
Example 3.16 The position of an object moving along anx-axis is given by x=3t-4t1+t',where x is in meters and tin seconds. Find the position of the object at the followingvalues of t : (02s, (ii) 4s; (ii) What is the object's displacementbetween t 0 s andt 4 s?; and (iv) What is its averagevelocity for the time interval from t =2 s to t = 4 s? |
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| 13358. |
A boy aims at a bird from a point at a horizontaldistance of 100 m. The gun can impart a velocityof 500 ms1 to the bullet. At what height abovethe bird must he aim his gun in order to hitQ.5(g 10 ms 2)(1) 20 cm[AIPMT 1996](2) 40 cm(3) 50 cm(4) 100 cm |
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| 13359. |
starting point does the Bual Teacl ipp47. A swimmer wishes to cross a 500 m wide river flowingat 5 km/h. His speed with respect to water is 3 k(a) If he heads in a direction making an angle θ withthe flow, find the time he takes to cross the river.(b) Find the shortest possible time to cross the river.5tho nrevious nroblem. The man |
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Answer» thankx |
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| 13360. |
starting pull47. A swimmer wishes to cross a 500 m wide riuat 5 kmh. His speed with respect to water is 3 km/h(a) If he heads in a direction making an angle θ withthe flow, find the time he takes to cross the river(b) Find the shortest possible time to cross the river. |
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| 13361. |
A body starts from rest and moves with auniform accelaration. Its velocity becomes 40cm/sec. after 5 sec. find the accelaration anddistance travelled.(a) 8 x 10-2 m/s2; 1m (b) 0.8 m/s2; 10 m(c) 0.008 m/s2; 1m (d) 8 x 10-2 m/s2: 0.1 m |
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| 13362. |
periohe seesriver takes 020 s to apply the brakes after he sa need for it. This is called the reaction time of theriver. If he is driving a car at a speed of 54 km/h andbrakes cause a deceleration of 60 m/s", find the29.distance travelled by the car after he sees the need toput the brakes on.80. |
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| 13363. |
EXERCI(FOR JEEMOTION UNDER UNIFORM ACCELERATIONA car covers a distance of 2 km in 2.5 minutes. If itcovers half of the distance with speed 40 km/hr,the rest distance it shall cover with a speed of:(A) 56 km/hr(B) 60 km/hr |
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Answer» here is Ur ans..plz like it if it helpsu a) is the correct answer B) is the correct answer b.) is answer of following question (B ) 60 km/hr is right ans hence the speed is b. 60km/h |
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| 13364. |
On a 100 km track, a train travels the first 30km at a uniform speed of 30 km/h. How fastmust the train travel the next 70 km, so as toaverage 40 km/h for the entire trip?2. |
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Answer» Distance 1 = 30 km Distance 2 = 70 km We know that speed = distance/time and, Average speed = total distance/total time taken When the train acquired a speed of 30 km/hr, the time taken = 30/30 = 1 hour Average speed = 9distance 1 + distance 2)/(time 1 + time 2) AS time 2 or t2 is time taken for the second part of the journey of 70 km ⇒ 40 = 100/(1 + t2) ⇒ 40 + 40t2 = 100 ⇒ 40t2 = 100 - 40 ⇒ 40t2 = 60 ⇒ t2 = 60/40 ⇒ t2 = 1.5 So, t2 or time taken to travel the second part of the journey is 1.5 hours. Speed of the second part of the journey = distance 2/time 2 ⇒ 70/1.5 ⇒ 46.666 km/hr or 46.7 km/hr |
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| 13365. |
a shous he velocity-tine graph of a body mviny in adight liane20Sie.Fimdstamceaav(b)(c)65m(d) Gornsom(a)40mn20 )digrlase ment of body in 2o seconds |
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| 13366. |
A particle is projected from a tower as shown in figure, then the distance from the foot of thewill strike the ground will be (take g 10 m/s2)tower where it37°N 500 m/s1500m(A) 4000/3 m(B) 5000/3 m(C) 2000 m(D) 3000 m |
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| 13367. |
As light from a star spreads out andweakens, do gaps form betweenthe photons? |
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Answer» The answer depends on how you look at light. However, in the most accurate approach, gaps do not form between photons as light spreads out. Light is made up of tiny fundamental bits called photons. A photon is a quantum object. As such, a photon acts a little like a particle and a little like a wave, but is actually something more complex. Public Domain Image, source: ESA/NASA.If you look at light as a collection of little particles, you could say that dimmer light has its photons more spread out. But, they are not spread out in space while traveling. Rather, they are spread out in time and space as they are received. A sufficiently sensitive photon counter device can detect the reception of light one photon at a time. Shine light at such a device and it does not receive the light as a steady stream. Rather, it receives the light as a series of discrete bundles of energy separated by gaps in time. Similarly, shine light at a sufficiently sensitive array of photon counters, and it receives the light at point locations with spatial gaps between them. When viewed in this way, a light beam always has gaps between its photons, whether the light be very bright or very dim. Very dim light beams have larger gaps in time and space between the reception of each photon compared to brighter light beams. Light from a very distant star has spread out over a very large area and become very dim in the process. The gaps between photon reception from a very distant, dim star are therefore large. Again, it is only the reception time and locations that has gaps. There are no gaps in space between the photons as they travel. |
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| 13368. |
When a bottle of perfume is opened inone corner of a room the smell spreadssoon throughout the room. This is anexample of |
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Answer» Diffusion is the spreading - mixing of gases through molecular motion. |
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| 13369. |
A particle moves with constant speed v along a regular hexagon ABCDEF in same order (i.e. A to B,BoC, C to D, D to E, E to F, Fto A...). Then magnitude of average velocity for its motion from Ato Cisоо |
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| 13370. |
(B) Zumg(D) 3fmgtime2kD10. A wedge of mass M fitted with a spring of stiffness K is kept on a smooth horizontal surface. A rod ofmass m is kept on the wedge as shown in the figure. System is in equilibrium and at rest Assuming thatall surfaces are smooth, the potential energy stored in the spring isE-5. A(A) mg'tan'e(B) m'g tan2 6m2g? tan2 02K2K2K |
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| 13371. |
A body of mass m is moving in a straight line at a constantspeed v. Its kinetic energy is K and the magnitude of itsmomentum is p. Which of the following relations are correct?2k(b) p=V m2kp(c) 2K pv(d) v = |
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| 13372. |
38. A weight lifter lifts 300 kg from the ground to a height of 2 m in 3 s. The averaggenerated by the man is (g-9.8 msa) 5880 wb) 1960 wc) 4410 wd) 2205 w |
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| 13373. |
Q.2 Consider the circuit shown below42w25 2w100 msIf the ideal source supplies 1000w, half of which is delivered to the 100 load, then the valueof bis(A)1.5(B).89(C).56(D).67 |
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| 13374. |
Q.2 Consider the circuit shown below4025 2WIf the ideal source supplies 1000w, half of which is delivered to the 100 n2 load, then the valueof bis(A)1.5(C).56(D).67(B).89 |
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Answer» a) is the correct answer |
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| 13375. |
Consider the circuit shown below4 9225 22WWW.000.-100 V0001002e ideal source supplies 1000w, half of which is delivered to the 100load, then the valueis5(B).89(C).56(D).67 |
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| 13376. |
6. An object is placed at a distance of 20 cm before a concave mirror. A real image is obtainedat a distance of 40 cm from the mirror. Calculate the focal length of the mirror andmagnification.Ans. f = -13.3 cm, m = -2] |
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Answer» V = -40 cmu = - 20 cmby mirror formula we have 1/v + 1/u = 1/f1/f = 1/-40 + 1/-201/f = (-1 - 2)/ 401/f = -3/40f = -40/3f = -13.3334 cm m = - v/um = -(-40)/-20m = - 40/20 = -2 Therefore, Focal lenght = -13.3334 cm and Magnification = -2 |
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| 13377. |
(4) 4Three charges 4q. Q and q are placed in a straight line of length I at points distant(/2 and I respectively What should be Q in order to make the net force on q equal to zero?(1) 4q(3) g2(2) -2q(4) q |
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| 13378. |
A liquid X of density 3.36g/cm3 is poured in a U-tube, whichcontains Hg. Another liquid Y is poured in left arm withheight 8 cm, upper levels of X and Y are same. What isdensity ofY(a) 0.3 g/cc(b) 1.2 g/cc(c) 1.4 g/co(d) 1.6 g/cc[BHU 2006]2V10cm |
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Answer» The height of X should also be given it is 10cm there now balance the pressur below 10cm from the top in both limbs of the u tube you will get the following equation d= density dx* g * Hx= dy* g * Hy+ dmercury* g * Hmercury as we are equating pressure below 10 cm from the top 8cm will be of y and 2 cm of mercury in left limb thereforeHmercury= 2cm also dmercury=13.6 gm/cm3 3.36 * 10 = dy* 8 + 13.6*2 dy=0.8 gm/cm3 |
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| 13379. |
NEET & AllMA convex mirror forms an image one-fourth the size of the object. If object is at a distance OTmirror the focal length of the mirror is(1) 0.16 m(3) 0.4 m(2) -1.5 m(4) -0.4 m4 |
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Answer» First find value of v by linear magnification then use mirror formula |
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| 13380. |
15. A steam engine of mass 3x10*kg pulls two wagons each of mass 2x 10 kgacceleration of 0.2 ms, neglecting frictional forces, calculate the(i) force exerted by the engine(ii) Net force experienced by each wagon. |
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| 13381. |
3.NERThree equal charges, 2.0 x 10-6 C each, are heldfixed at the three corners of an equilateraltriangle of side 5 cm. Find the coulomb forceexperienced by one of the charges due to the 11.rest two. |
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Answer» 24.9N at 30 degree with the extended sides from the charge under consideration. |
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| 13382. |
What happens to the force between two objects, if(i) the mass of one object is doubled?Ĺ the distance between the objects is doubled and tripled?ii) the masses of both objects are doubled? |
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| 13383. |
55. In the following figure, the object of mass m is heldat rest by a horizontal force as shown. The forceexerted by the string on the block isFixedstringobject(2) mg(3) F+ mgF +mg |
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Answer» Let the force in the string be T so, according to the figure Tx = F. ; and Ty = mg and resultant of T = √Tx²+Ty² = √{F²+m²g²} = option 4. |
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| 13384. |
What happens to the force between two objects, if(i) the mass of one object is doubled?the distance between the objects is doubled and tripled?ili) the masses of both objects are doubled? |
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| 13385. |
10. Find the potential energy of an object of mass 15 kg situateat a height of 10m above the ground. Given g-10 m/s2 (1 |
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| 13386. |
5.Themoment of inertia of circular ring about the tangentto the ring which is parallel to the diameter of the ringis 15 g cm2. If the mass of the ring is 2 g, what is its[Ans. 2-24 cm]radius ?Type D : K.E. of Rotation |
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| 13387. |
6. No work is done by a force on an object if(a) the force is always perpendicular to its velocity(b) the force is always perpendicular to its acceleration(c) the object is stationary but the point of applicatiornof the force moves on the object(d) the object moves in such a way that the point ofapplication of the force remains fixed.7. A particle of mass m is attached to a light string of |
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| 13388. |
Gm mIn the formulaF,(A) depends on the local value of g(C) is greatest at the surface of Earth(B) is used only when Earthis one ofthetwo masses(D) is a universal constant of nature |
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Answer» d) is a universal constant |
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| 13389. |
An unnumbered wall clock shows time 04:25:37, where 1 term represents hours, 2nd representsminutes and the last term presents seconds. What time will its image in a plane mirror show.(A) 08:35:23(B) 07:35:23(C) 07:34:23(D)none of these |
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Answer» mirror image is the given time is substract 11 : 60 : 60- 04 : 25 : 37___________07 : 35 : 23 the time is 07 : 35 : 23 |
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| 13390. |
accelerates a stationaryparticle of mass 15 g through a displacement of 2.50 mFind the work done and the average power delivered.5. A constant force of 250 N |
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Answer» Work done = Force x displacement. = 2.50 x 2.50 = 6.25 Joule. Avg. Power = Force x velocity...................(1) From the work energy theorem, 2.50 x 2.50 = 0.5 * 15/1000 * v^2 12.5 * 1000/15 = v^2 v = root(12500/15) = > 28.86 m/s. put v in eq. (1) we get, Avg. Power = 2.50 x 28.86 => 721.15 Watt. |
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| 13391. |
A point object moves along an are of a circleradius 'R' . Its velocity depends upon thedistance covered 'S as v- K S where Kis a constant. If '0' is the angle between thetotal acceleration and tangential acceleration(AP Eamcet-2016)then |
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| 13392. |
PhysicsIf the force applied is F and the velocity gainedis v, then the average power developed is |
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| 13393. |
A thin liquid film is viewed in white light. the colour of the filn seen at a particular point depends upon........ |
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Answer» The bright colors seen in an oil slick floating on water or in a sunlit soap bubble are caused by interference. The brightest colors are those that interfere constructively. This interference is between light reflected from different surfaces of a thin film; thus, the effect is known as thin film interference. As noticed before, interference effects are most prominent when light interacts with something having a size similar to its wavelength. A thin film is one having a thickness t smaller than a few times the wavelength of light, λ. Since color is associated indirectly with λ and since all interference depends in some way on the ratio of λ to the size of the object involved, we should expect to see different colors for different thicknesses of a film, as in Figure 1. The figure shows three materials, or media, stacked one upon the other. The topmost medium is labeled n one, the next is labeled n two and its thickness is t, and the lowest is labeled n three. A light ray labeled incident light starts in the n one medium and propagates down and to the right to strike the n one n two interface. The ray gets partially reflected and partially refracted. The partially reflected ray is labeled ray one. The refracted ray continues downward in the n two medium and is reflected back up from the n two n three interface. This reflected ray, labeled ray two, refracts again upon passing up through the n two n one interface and continues upward parallel to ray one. Ray one and ray two then enter an observer’s eye.Figure 2. Light striking a thin film is partially reflected (ray 1) and partially refracted at the top surface. The refracted ray is partially reflected at the bottom surface and emerges as ray 2. These rays will interfere in a way that depends on the thickness of the film and the indices of refraction of the various media. What causes thin film interference? Figure 2 shows how light reflected from the top and bottom surfaces of a film can interfere. Incident light is only partially reflected from the top surface of the film (ray 1). The remainder enters the film and is itself partially reflected from the bottom surface. Part of the light reflected from the bottom surface can emerge from the top of the film (ray 2) and interfere with light reflected from the top (ray 1). Since the ray that enters the film travels a greater distance, it may be in or out of phase with the ray reflected from the top. However, consider for a moment, again, the bubbles in Figure 1. The bubbles are darkest where they are thinnest. Furthermore, if you observe a soap bubble carefully, you will note it gets dark at the point where it breaks. For very thin films, the difference in path lengths of ray 1 and ray 2 in Figure 2 is negligible; so why should they interfere destructively and not constructively? The answer is that a phase change can occur upon reflection. The rule is as follows: When light reflects from a medium having an index of refraction greater than that of the medium in which it is traveling, a 180º phase change (or a λ / 2 shift) occurs. If the film in Figure 2 is a soap bubble (essentially water with air on both sides), then there is a λ/2 shift for ray 1 and none for ray 2. Thus, when the film is very thin, the path length difference between the two rays is negligible, they are exactly out of phase, and destructive interference will occur at all wavelengths and so the soap bubble will be dark here. The thickness of the film relative to the wavelength of light is the other crucial factor in thin film interference. Ray 2 in Figure 2 travels a greater distance than ray 1. For light incident perpendicular to the surface, ray 2 travels a distance approximately 2t farther than ray 1. When this distance is an integral or half-integral multiple of the wavelength in the medium (λn = λ/n, where λ is the wavelength in vacuum and n is the index of refraction), constructive or destructive interference occurs, depending also on whether there is a phase change in either ray. Where did you find this akhila chowdary https://courses.lumenlearning.com/physics/chapter/27-7-thin-film-interference/ : link |
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| 13394. |
calculate the time period of a simple pendulum if it takes 48 seconds to complete 12 oscillation |
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| 13395. |
A train 80 m long is moving at 80 km/h. If ittakes 18 seconds to cross a bridge, then findthe length of the bridge. |
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| 13396. |
Q.4. Give any two ways in which nos-biodegradable substances would affectthe environment? |
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| 13397. |
An aeroplane lands at a speed of 180 km/hand stops after covering a runway ofCalculate (i) the retardation, and (ii) the timein which the plane come to rest. [(i) 1.25m/s(11) 40 sec1 Km2.] |
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Answer» i. 180^2=2aa=16200km/h^2ii. 180=16200t180=18*900tt=3600/90=40s |
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| 13398. |
An object of 40 N weight when immersed in water losses 10 N weight. Will the objectfloat or sink? Why? |
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Answer» We are aware of the fact that the object will sink if the weight of that particular object is more than the buoyant force of the liquid in which is sinking and will keep afloat otherwise. So the weight of the body is 40 N and the apparent weight is 30 N In order to calculate the buoyant force, of the body we will subtract 40 N - 30 N which will be equal to 10 N So now the apparent weight is more than the buoyant force, so the object will not be able to keep afloat and would sink under its own weight. |
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| 13399. |
27. A rocket of mass 5700 kg ejects mass at a.constant rate of 15 kg/s with constant speed of12 km/s. The acceleration of the rocket 1 minuteafter the blast is (g 10 m/s2)(1) 34.9 m/s2(3) 3.50 m/s2(2) 27.5 m/s2(4) 13.5 m/s2 |
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| 13400. |
rest. Find thele starting from rest moves with constant18. A particacceleration. If it takes 50s to reach the speed 180km/h find (a) the average velocity during this period,and (b) the distance travelled by the particle during thisperiod. |
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