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.
| 10451. |
Fig.g, 6.33, PQ and RS are two mirror% placed ++occcc.eoto each other. An incident ray AB strikesirror PQ at B, the reflected ray moves alonglelBC and strikes the mirror RS at C and Areflects back along CD. Prove thatD.thFig |
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| 10452. |
1.1 Find the(a) maximum frequency, and(b) minimum wavelength of X-rays produced by 30 kV electrons. |
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| 10453. |
7. Two coherent point sources S, and S, vibrating in phaseemit light of wavelength λ. The separation between thesources is 22. Consider a line passing through S, andperpendicular to the line S, S. What is the smallestdistance from S2 where a minimum of intensity occursthree equidistant slits being |
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| 10454. |
(b) Give the mathematical form of Newton's 2nd law and 30law of Motion |
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Answer» Newton’s second law- For a body whose massmis constant, it can be written in the formF=ma, whereF(force) anda(acceleration) are both vector quantities. Newton's third law:If an object A exerts a force on object B, then object B must exert a force of equal magnitude and opposite direction back on object A. |
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| 10455. |
10.The ratio of the minimum wavelength and the maximum wavelength in the Balmer series is(b) 5:36(c) 3:4(d) 1:4ta) 5:9 |
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Answer» the correct answer is 5:9 |
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| 10456. |
state OHM's law mathematical formulation |
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| 10457. |
A car travels from station A to B at mph and then back to Adhr average speed and average velocity ai the car17a speed 30kmph for frst hall ai the jourmey time and wih |
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| 10458. |
Motion along a straight line |
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Answer» Ans :- Linearmotion(also called rectilinear motion) is a one-dimensionalmotion along a straight line, and can therefore be described mathematically using only one spatial dimension. In generalmotion, a particle's position and velocity are described by vectors, which have a magnitude and direction. PLEASE LIKE THE ANSWER |
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| 10459. |
ame the type of motion in which a body has a constant speed but not constant velocity.ditime rranh is a straight line para |
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Answer» In circulationmotion body has constant speed butdonot have constant velocity. According to the formulavelocityis the distance covered by time.Andwhen particle is moving in a circle its direction changes continuously atconstant rate |
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| 10460. |
A racing car moving at a uniform lincar velocity of 44 m/sec on a circular track takes one tiparound the track in 45 seconds. Determine the approximate magnitude of the acceleration ofthe car,(A) 8.4 m/sec(B) 5.0 m/sec(C) 6,4 m/sec(D) 7.7 m/sec |
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Answer» 8.4m/sec² is your answers (a) is the correct one a is the correct answer |
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| 10461. |
8. e brakes applied to a car produce an acceleration of 6 m/s in the opposite direction to the moin 1t hecar takes 2 s to stop after the application of brakes, calculate the distance it travels doing fi |
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| 10462. |
concave lens has focal length of 15 cm. A athe o 10efrom the lens? Also, find the magnification produced by the lmsAuistahte sbject from the lens be placed so that it forms an image at |
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Answer» explain in video explain mee |
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| 10463. |
The rotational analog of mass in linearmotion is |
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Answer» Moment of inertia is the name given torotationalinertia, therotational analog of massfor linear motion. |
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| 10464. |
Q. 6. With the help of a circuit, show how a moving coil galvanometer can be converted into an ammeterof a given range. Write the necessary mathematical formula. |
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Answer» galvanometer can detect only small currents. Thus, to measure large currents it is converted into an ammeter. It can be converted into an ammeter by connecting a low resistance called shunt resistance in parallel to the galvanometer. Let G be the resistance of the galvanometer and Ig be the current for full scale deflection in the galvanometer, the value of the shunt resistance required to convert the galvanometer into an ammeter of 0 to I ampere is, S=Ig×GI−Ig Ig is calculated using the equation, Ig = nk, where n is the number of divisions on the galvanometer and k is the figure of merit of galvanometer. |
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| 10465. |
5.The rotational analog of mass in linearmotion is |
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Answer» Moment of inertia is the name given torotationalinertia, therotational analog of massforlinear motion. It appears in the relationships for the dynamics ofrotational motion. The moment of inertia must be specified with respect to a chosen axis ofrotation. |
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| 10466. |
21. What is buoyant force?22. What is thrust?23. Derive work Energy Theorem24. Derive conservation law of energy25. The linear momentum of a body of mass 2 kg is16 kg ms^-1. What is the kinetic energy? |
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Answer» In physics, buoyancy or upthrust, is an upward force exerted by a fluid that opposes the weight of an immersed object. In a column of fluid, pressure increases with depth as a result of the weight of the overlying fluid. Thus the pressure at the bottom of a column of fluid is greater than at the top of the column. |
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| 10467. |
what is solar cell |
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Answer» Ans :- A solar cell, or photovoltaic cell, is an electrical device that converts the energy of light directly into electricity by the photovoltaic effect, which is a physical and chemical phenomenon. Solar cells are described as being photovoltaic, irrespective of whether the source is sunlight or an artificial light. |
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| 10468. |
Explain working of solar cell |
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| 10469. |
xample 8.7 The brakes applied to a carproduce an acceleration of 6 m s^-2 inthe opposite direction to the motion. Ifthe car takes 2 s to stop after theapplication of 'brakes, calculate thedistance it travels during this time. |
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Answer» Acceleration a = -6 m/s^2Time t = 2 sFinal velocity v = 0 m/s Let initial velocity be uLet distance be s v = u + atSo, 0 = u + (-6)(2)So, u = 12 m/s Now, s = ut + (1/2) at^2So, s = 12(2) + (1/2)(-6)(2^2)So, s = 24 - 12So, s = 12 m Thus, distance travelled is 12 m |
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| 10470. |
1.1 Solar cell is made of- |
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Answer» Ans :- The first generation cells—also called conventional, traditional or wafer-based cells—are made ofcrystalline silicon, the commercially predominant PV technology, that includes materials such as polysilicon andmonocrystalline silicon. |
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| 10471. |
ample 8.7 The brakes applied to a carproduce an acceleration of 6 m s2 inthe opposite direction to the motion. Ifthe car takes 2 s to stop after theapplication of brakes, calculate thedistance it travels during this time. |
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| 10472. |
Q2 Fill in the blanks:A solar cell converts .................energy into.. |
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| 10473. |
When does a force produce rotational motion in a body? |
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Answer» When a force is applied on a rigid body which is free to move, the body starts moving in a straight line in the direction of the force. ... A single force can produce translational motion of a body if it is free to move, but a single force applied on a body fixed at a point does not cause rotational motion of the body. |
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| 10474. |
bject l0UR IinoDerive the second equation of motion. A train is travelling at a speed of 90 km/h. Brakesare applied so as to produce a uniform acceleration of -0.5 m/s. Find how far the trainwill go before it is brought to rest.15. |
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Answer» Given v = 0u= 90km/h = 25m/sa=-0.5m/s^2s=? v^2-u^2=2ass=v^2-u^2/2as=0^2-25^2/2×-0.5s=0-625/2×-0.5s=-625/-1s= 625m Ans) The train will need a distance of 625m to stop. Distance= average velocity ×time s =( v+u/2)t s= (u+at+u/2)t s= 2u+at×t/2 s= 2u+at^2/2 s= ut+at^2/2 s= ut+1/2at^2 |
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| 10475. |
the motor cycle after 10 seconds, and the distance travelled in this time.Ans: Tn . com029. The brakes applied to a car produce an acceleration of m/s in the opposite direction to the motion. If thecar takes 2 sec to stop alter the application of brakes, calculate the distance it travels during this time. Ans: 12-a walito km/h in 5 minutes. Assuming that the acceleration is |
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Answer» Acceleration a = -6 m/s^2Time t = 2 sFinal velocity v = 0 m/s Let initial velocity be uLet distance be s v = u + atSo, 0 = u + (-6)(2)So, u = 12 m/s Now, s = ut + (1/2) at^2So, s = 12(2) + (1/2)(-6)(2^2)So, s = 24 - 12So, s = 12 m Thus, distance travelled is 12 m |
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| 10476. |
(d) of these37. Which of the following instruments is used in measuring relative humidi |
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Answer» Hygrometers areinstruments used for measuring humidity. A simple form of a hygrometer is specifically known as a "psychrometer" and consists of two thermometers, one of which includes a dry bulb andtheother of which includes a bulb that is kept wetto measurewet-bulb temperature. hiii........ ............. hygrometers is used for the measureing humidity hygrometer is used to measure humidity .......... ................ ........ . . plz like my answer i like your answer |
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| 10477. |
1. State the reason, why GaAs is most commonly used in making of a solar cell. |
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| 10478. |
Q2Fill in the blanks:A solar cell converts..................energy into.........energy |
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| 10479. |
Does a solar cell always maintain thepotential across its terminals constant?Discuss |
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| 10480. |
10. Check whether the equation ylengths.asin (ot-kx )is dimensionally correct. Here a and x represent |
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| 10481. |
m's Law. Draw a circuit diagram to verify this law indicating the positive and negativeterminals of the battery and the meters. Also show the direction of current in the circuit. |
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| 10482. |
19)With usual notation, the following equation, said to give thedistance covered in the nth second. i.e.,(2n - 1)2is(a) numerically correct only(b) dimensionally correct only(c) both dimensionally and numerically only(d) neither numerically nor dimensionally correct |
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Answer» Here,S=u+(1/2)*a*(2n-1) this equation is used to find distance travelled by body in nth second. LHS So,S(nth) = distance travelled in nth second i.e S(nth) = [L]/[T] = [LT^-1] dimensionally RHS Now,U+(1/2)*a*(2n-1) = where, U= initial velocity = [LT^-1] a= acceleration = [LT^-2] 2n-1= n=time = [T] 1/2=dimensionless = [M°L°T°] —————————————————— U+(1/2)*a*(2n-1)= [LT^-1]+[LT^-2]*[T] [LT^-1]+[LT-^1]=[LT^-1] by principle of homogeneity. As LHS= RHS dimensionally i.e [LT^-1] Therefore, it is dimensionally correct. option (c) is correct. but how can say that this equation will be numerically correct |
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| 10483. |
Check whether the equation is dimensionally correct,v=u² + 2as? |
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Answer» v= final velocity = [LT-¹]u= initial velocity=[LT-¹]a= acceleration =[LT-²]s= distance= [L]v²=u²+ 2as=>v²-u²=2as[LT-¹]²-[LT-¹]²=2[LT-²][L][L²T-²][L²T-²]=2[L²T-²]2[L²T-²]=2[L²T-²]2 is dimensionlesshence proved tysm rukma basu |
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| 10484. |
Check whether the equation is dimensionally correct,v2 = u? + 2as? |
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Answer» v= final velocity = [LT-¹]u= initial velocity=[LT-¹]a= acceleration =[LT-²]s= distance= [L]v²=u²+ 2as=>v²-u²=2as[LT-¹]²-[LT-¹]²=2[LT-²][L][L²T-²][L²T-²]=2[L²T-²]2[L²T-²]=2[L²T-²]2 is dimensionlesshence proved |
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| 10485. |
Check whether the equation is dimensionally correct,v' = u' + 2as |
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Answer» v= final velocity = [LT-¹]u= initial velocity=[LT-¹]a= acceleration =[LT-²]s= distance= [L]v²=u²+ 2as=>v²-u²=2as[LT-¹]²-[LT-¹]²=2[LT-²][L][L²T-²][L²T-²]=2[L²T-²]2[L²T-²]=2[L²T-²]2 is dimensionlesshence proved |
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| 10486. |
A proton enters in magnetic field of 2500 N/A-m withvelocity 4.0 x105 m/s perpendicularly Calculate the force act-[Ans. 1.6 x 10-10 N]ing on proton. |
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Answer» F= qvB charge on protons = 1.602×10−19B= 2500 N/A-mvelocity= 4*10^5then F = 1.602*4*2500*10^-14= 1.6*10^-10 N |
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| 10487. |
y = \operatorname { sin } ( \operatorname { sin } ( \operatorname { sin } x ) ) \text { find } \frac { d y } { d x } |
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| 10488. |
Ifthe muzzle velocity is 500 ms, the firing angle θ should be250 m/s6000 mx 500 m/s(a) 30°(c) 60°(b) 450(d) of these |
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Answer» This is a similar question. Kindly follow the methodology. yeah but how to solve it but the answer is 60 i have uploaded solution to a similar question. kindly solve your question accordingly. |
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| 10489. |
define an ecosystem .draw a block diagram to show energy flow in an ecosyste. m |
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Answer» The complete assemble of plants and animals is called ecosystem the complete assemble of plants and animal is called ecosystem. |
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| 10490. |
4) What is S.I. system of units? Explain its need. |
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Answer» TheInternational System of Units(SI, abbreviated from theFrench is the modern form of themetric system, and is the most widely usedsystem of measurement. It comprises acoherentsystem ofunits of measurementbuilt on sevenbase unitsthat areampere,kelvin,second,metre,kilogram,candela,mole The SI system is important in science and technology because it provides a consistent and coherent system of units for all physical quantities, derived from a few base units.This means that you do not need to use any sort of conversion factor between different units;. This becomes especially important in fields like thermodynamics where you often need fairly complex compound units like watts per kelvin per square metre. |
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| 10491. |
(1) 41.592p How many moles of electron weigh ane kilogramx 10(3)6.023 109.108(1)6.023 109.108 |
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Answer» The mass of an electron is 9.1 * 10^-31 kg Therefore number of electrons in 1kg = 1/(9.1 * 10^-31) electrons = 1.09 * 10^30 electron Number of particles in 1 mole =6.023 * 10^23 (Avagadro’s constant) So , Number of moles = number of electrons/ Avagadro’s constant = (1.09 * 10^30)/(6.023 * 10^23) = 1.8 * 10^6 electrons |
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| 10492. |
\left. \begin{array} { l } { \int _ { 2 } ^ { 3 } x ^ { 2 } d x } \\ { \int _ { - 1 } ^ { 1 } ( x + 1 ) } \end{array} \right. |
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Answer» thanks |
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| 10493. |
externalpressure 下,一一eppl/ed-onTine_An'P' /15au) side.kis the holk. msluus of materof cube unoub e 40 145 original 312-temperature shoutd be roised byd trheDEE traln)201구by heating91ze |
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Answer» Like if you find it useful |
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| 10494. |
6. Gravitational ficld at the contre of a semicircle formed by a thin wire AB of mass m and length e asshown in the figure, is今yA O3GmGm(B) along Ty axis(A)along +x axis(C)along + x axis(D)-y2-along-y axis |
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Answer» Option (D) is correct. |
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| 10495. |
Define the followings?(a) 1 ohn (b) 1 watt (c) lampere (d) 1 volt. |
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Answer» a. 1ohmis the unit of resistance . It is equal to 1 volt upon 1 ampere. It means that an object having a resistance of1ohmallows 1 ampere of current to flow through 2 points having potential difference of 1 volt. b. The watt (symbol: W) is a unit of power. In the International System of Units (SI) it isdefinedas a derived unit of 1 joule per second, and is used to quantify the rate of energy transfer. c. 1 ampereisdefinedas the constant current which, if maintained in two straight parallel conductors of infinite length, of negligible circular cross-section, and placed 1 metre apart in vacuum, would produce between these conductors a force equal to 2 10 to the power -7 newton per metre of length. d.One volt isdefinedas energy consumption of one joule per electric charge of one coulomb. 1V = 1J/C. One volt is equal to current of 1 amp times resistance of 1 ohm. 1V = 1A * 1Ω |
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| 10496. |
I. Wr can be filled in more proportion in tyres. Give reasm 2. Gil mater eases. Give reason2. Air can be filled i |
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Answer» Air, The normal mixture of gases that theairconsists of. If youfilledit using your mouth then itwillhave lesser oxygen andmorecarbon di oxide and water vapor and normal products of exhalation. If you used a pump then itwillbe same as surroundingair. |
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| 10497. |
59. When a slab of insulating material 4 mm thick isintroduced between the plates of a parallel platecapacitor, it is found that the distance betweenthe plates has to be increased by 3.2 mm to restorethe capacity to its original value. Calculatedielectric constant of the material. [Ans. 5] |
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| 10498. |
\int\left\{\frac{1}{\log x}-\frac{1}{(\log x)^{2}}\right\} d x |
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Answer» ∫ [(1 /log x) - (1 /log²x)] dx = let: log x = t x = e^t dx = e^t dt then, substituting: ∫ [(1 /log x) - (1 /log²x)] dx = ∫ [(1 /t) - (1 /t²)] e^t dt = ∫ [(t - 1) /t²] e^t dt = rewrite this as: ∫ [(t - 1) e^t] t^(- 2) dt = integrate by parts, letting: (t - 1) e^t = u → [(1) e^t + e^t (t - 1)] dt = (e^t + t e^t - e^t) dt = t e^t dt = du t^(- 2) dt = dv → [1/(- 2+1)] t^(- 2+1) = [1/(- 1)] t^(- 1) = - 1 /t = v yielding: ∫ u dv = v u - ∫ v du ∫ [(t - 1) e^t] t^(- 2) dt = (- 1 /t) (t - 1) e^t - ∫ (- 1 /t) t e^t dt = - [(t - 1) /t] e^t + ∫ e^t dt = [(1 - t) /t] e^t + e^t + C = (factoring out e^t) {[(1 - t) /t] + 1} e^t + C = [(1 - t + t) /t] e^t + C = (1 /t) e^t + C = [(e^t) /t] + C let's substitute back log x for t: [e^(log x)] /log x] + C = (being e^log x, a composition of inverses functions, the same as x) (x /log x) + C the answer is: ∫ [(1 /log x) - (1 /log²x)] dx = (x /log x) + C |
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| 10499. |
People living coastal areas geta) sea breeze during the dayb) land breeze during the dayc) sea breeze during the night3) |
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Answer» People living in coastal areas get sea breeze during the day. Please hit the like button if this helped you sea breeze blow during |
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| 10500. |
3A sis 2 cm away from the source.(a) the wavelength (b) the frequency (c) the wave speed.Calculate:is 2 cm away fromtsts and 15 troughs in 3 seconds. When the second crest is produced the first |
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