This section includes 7 InterviewSolutions, each offering curated multiple-choice questions to sharpen your Current Affairs knowledge and support exam preparation. Choose a topic below to get started.
| 1. |
State unit of mass in CGS and Si system |
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Answer» Answer: in CGS MASS is Gram |
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| 2. |
Heyyyy...gimme proof and statement of converse of Pythagoras theorem!!!! |
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Answer» In a triangle, if the square of one side is EQUAL to the sum of square of other TWO sides then prove that the triangle is right angled triangle. ________________________ Given : AC² = AB² + BC² To prove : ABC is a right angled triangle. CONSTRUCTION : Draw a right angled triangle PQR such that, angle Q = 90°, AB = PQ, BC = QR. Proof : In triangle PQR, Angle Q = 90° ( by construction ) Also, PR² = PQ² + QR² ( By using Pythagoras theorem )...(1) But, AC² = AB² + BC² ( Given ) Also, AB = PQ and BC = QR ( by construction ) Therefore, AC² = PQ²+ QR²....(2) From eq (1) and (2), PR² = AC² So, PR = AC Now, In ∆ABC and ∆PQR, AB = PQ ( By construction ) BC = QR ( By construction ) AC = PR ( Proved above ) Hence, ∆ABC is congruent to ∆PQR by SSS criteria. Therefore, Angle B = Angle Q ( By CPCT ) But, Angle Q = 90° ( By construction ) Therefore, Angle B = 90° Thus, ABC is a right angled triangle with Angle B = 90° ____________________ Hence proved! |
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| 3. |
A point charge q is placed at origin . How does the electric field due to the charge vary with distance r from the origin? |
Answer» ELECTRIC fields are caused by electric charges, described by Gauss's law, or varying magnetic fields, described by FARADAY's law of induction. TOGETHER, these laws are enough to define the behavior of the electric field as a function of CHARGE repartition and magnetic field. |
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| 4. |
A point charge is moving with a constant velocity perpendicular |
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Answer» PLEASEMARK me as BRAINLIST |
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| 5. |
A partivle os thrown and horizontal with speed 20 metre per second from height of ground 20 metre the range of particle when it hit grounds |
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Answer» aaaaaaaaaaaaaaaaaaaaaaaaa |
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| 6. |
A person is going up in a lift with constant acceleration to metre per second square when the lift speed is 10 metre per second he dropped from a height of 2 m if the point will hit the floor at time |
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Answer» Answer: 0.2sec Explanation: u=0 h=2m h=ut+1/2gt^2 2=1/2×10t^2 t^2=0.4 t=0.2sec |
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| 7. |
If object have 0 momentum does it have any kinetic energy? Justify |
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Answer» If the object have zero momentum the it doesn,t have any kinetic energy because there is no MOVEMENT of the object becuase the VELOCITY is O ,So the object is not ABLE to ATTAIN kinetic energy due to no movement of the object. |
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| 8. |
A particle starts with velocity 4 metre per second and accelerates at constant rate of 2 metre per second square the distance travelled by the particle in 4 seconds is |
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Answer» nsbsnsbdbjdbddhsjnsjsjsj |
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| 9. |
A particle travelling along a straight line travels from third of the total distance with velocity v not the remaining part of the distance was covered with velocity v1 for half the time and velocity v2 for the other half of the time find the mean velocity of the point averaged over the whole motion of time |
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Answer» with formula /v1+v2+v3/2 |
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| 10. |
A particle of mass m starting from rest undergoes uniform acceleration |
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| 11. |
A particle travels along a straight line covers half of the distance with velocity v |
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| 12. |
A particle moves in x y plane with velocity v=2y+4 . Equation of the path followed by the particle is |
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| 13. |
Can a body have an acceleration with zero velocity |
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Answer» No...... Explanation: RATE of change of VELOCITY is acceleration and if no change in velocity occur then acceleration REMAINS 0 |
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| 14. |
Why the education is important for society? |
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Answer» Answer: It is BCZ society BECOME change bcz of education... Education MAKES right CHOICE of people... Education is very important because of change people's thinking to... Understand what's a wrong and what's a right... Hope it HELPS.. |
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| 15. |
Three forces F vector =( 2i-j+k)N,F2 vector= (i+j+k)N and F3 vector = (-3i+k) acts on a particle at rest then psrticle moves in which axis |
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Answer» ADD all vectors I+j+k+2i-j+k-3i+k = 3k so it will be on z-axis |
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| 16. |
Proof of converse of Pythagoras theorem...and provide its statement??? |
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Answer» In a triangle, if the square of one side is equal to the sum of square of other two sides then PROVE that the triangle is right angled triangle. ________________________ Given : AC² = AB² + BC² To prove : ABC is a right angled triangle. Construction : Draw a right angled triangle PQR such that, ANGLE Q = 90°, AB = PQ, BC = QR. Proof : In triangle PQR, Angle Q = 90° ( by construction ) Also, PR² = PQ² + QR² ( By using Pythagoras theorem )...(1) But, AC² = AB² + BC² ( Given ) Also, AB = PQ and BC = QR ( by construction ) Therefore, AC² = PQ²+ QR²....(2) From eq (1) and (2), PR² = AC² So, PR = AC Now, In ∆ABC and ∆PQR, AB = PQ ( By construction ) BC = QR ( By construction ) AC = PR ( Proved above ) Hence, ∆ABC is congruent to ∆PQR by SSS criteria. Therefore, Angle B = Angle Q ( By CPCT ) But, Angle Q = 90° ( By construction ) Therefore, Angle B = 90° Thus, ABC is a right angled triangle with Angle B = 90° ____________________ Hence proved! |
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| 17. |
A stone is dropped from a height h. Its potential energy atfrom a height h. Its potential energy at a particular instant isnine times its kinetic energy.When the velocity of the stone becomes double the velocity at that instantwill be the ratio of its new kinetic energy to new potential energy? |
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Answer» Answer: 2:3 Explanation: Let the distance through which the stone dropped = d Now, it is given that at 'd', potential energy = 9 × KINETIC energy Potential energy when the stone dropped off to 'd' = mg(h-d) where, m is the mass of the stone g is the acceleration due to the gravity also, Now gain in kinetic energy while dropped through distance 'd' = loss in potential energy or Kinetic energy = mgd now USING the relation given in the problem mg(h-d) = 9 × mgd or h - d = 9d or d = h/10 therefore, the kinetic energy for the first case = mgd = mg(h/10) also Kinetic energy = where, v is the velocity and potential energy = 9 × Kinetic energy = 9 × mg(h/10) = (9/10)MGH .....(1) now, for the case 2 velocity of the stone = 2 times the velocity in case 1 or v' = 2v thus, the kinetic energy = or the kinetic energy = or the kinetic energy = 4×mg(h/10) thus, the potential energy at this point = Initial potential energy - Kinetic energy or the potential energy at this point = mgh - 4×mg(h/10) = (6/10)mgh .......(2) dividing 2 by 1, we have PE₂/PE₁ = or Ratio of NEW potential energy to old = 2:3 |
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| 18. |
Mohith said "H of 2 differs from 2H". justify |
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Answer» Answer: H of 2 means two ATOMS of HYDROGEN element WHEREAS 2H is two MOLES of Hydrogen |
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| 19. |
If electricity is bot there then for how many hours foes the inverter worl |
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Answer» I think you did some spelling MISTAKES in WRITING QUESTION please POST the question agani please |
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| 20. |
A particle moves in the xy plane with constant acceleration g in the negative y direction |
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Answer» Explanation: the EQN will be y=ax-bx^2 where a and B R POSITIVE constants |
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| 21. |
A particle is thrown with velocity 20 metre per second calculate its range |
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Answer» shgshhshshshshshshs |
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| 22. |
A particle is projected vertically upwards with velocity u from a point a when it returns to point of projection |
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Answer» Answer: H=ut-(1/2)gt^2. h=80m, g=10m/s^2. Then, t^2-(2/g)ut+(2/g)h=0. Solving, t={(2/g)u+_[(4/g^2)u^2–4(2/g)h]^(1/2)}/2 The difference between two roots is 6 [(1/25)u^2–64]^1/2=6. SQUARING (1/25)u^2–64=36 u^2=2500 or u=50m/s^2. Then, total HEIGHT, H=u^2/2g=2500/20=125m |
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| 23. |
A particle is released from rest from a tower of height 3h the ratio of the intervals of time to cover three equal heights age is |
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Answer» Answer: Explanation: we know that s = ut + (1/2)at2
here u = 0 a = g
now for the first case, the TOTAL distance travelled in the 1second
s1 = (1/2)gt12
similarly the distance travelled after 2 ad 3 seconds respectively s2 = (1/2).g.(t1 + t2)2 s3 = (1/2).g.(t1 + t2 + t3)2
so, the ratio of the height will be s1 : s2 : s3 = 1 : 2 : 3 = t12 : (t1 + t2)2 : (t1 + t2 + t3)2 or t1 : (t1 + t2) : (t1 + t2 + t3) = 1 : √2 : √3
thus, we GET (t1 : t2 : t3) = 1 : (√2 1) : (√3 √2 |
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| 24. |
A particle is moving eastwards with a velocity of 5 metre per second in 10 seconds the velocity changes to 5 metre per second northwards the average acceleration in this time is |
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Answer» the AVERAGE ACCELERATION is 5+5\10 that is 1 |
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| 26. |
A particle has initial velocity 2i + 3 j and acceleration 0.3 i + 0.2 j the magnitude of velocity after 10 seconds will be |
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Answer» Answer: The magnitude of velocity after 10 seconds is It is given that, INITIAL velocity of the particle, Acceleration of the particle, Time taken, t = 10 s We need to FIND the velocity after 10 seconds. Let it is EQUAL to V. Using first equation of motion as : Magnitude of v,
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| 27. |
A partical moving along straight line from a to b for the first 1/4th distance with speed v1tha next half of distance emwith speed 2v1 and the last 1/4th with speed 3v1.Find the average speed |
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Answer» Explanation: 4/VAVG = 1/v1+1/2v1+1/2v1+1/3v1 4/ Vavg = (6+3+3+2)/6v1 4/Vavg = 14/6v1 Vavg = 24v1/14 |
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| 28. |
A partical is coming towards the center of the earth from the outer space .Is the force acting on it remains constant ?If not then why? |
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Answer» yes not Explanation: becouse in EARTH .. g os not CONSTANT... when the objects is MOVE downward |
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| 29. |
A number of forces acting on a body changes velocity of the body the forces are |
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Answer» Unbalanced forces Explanation: The correct answer for the given question is "Unbalanced forces". When the all the forces on any body are not BALANCED or the net FORCE (sum of all the forces ) is not equal to zero, the body tends to have acceleration and thus, the body CHANGES the speed or VELOCITY. When the forces are balanced, there will be no change in the velocity. |
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| 30. |
A vaccum tube extact electons from cathode by what emission |
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Answer» do this QUESTION by yourself |
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| 31. |
2 identical resistors are first connected in series and then in parallel to a source of supply. Find the ratio of heat produced in two cases |
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Answer» Answer: Ratio, Explanation: Let the resistance of the identical resistor is R. In series combination, the equivalent resistance is given by : Here, two resistors are identical In parallel combination, the equivalent resistance is given by : Heat PRODUCED is given by : For series combination, For parallel combination, Dividing equation (1) and (2) as : So, the ratio of heat produced in both CASES is 4 : 1. HENCE, this iss the REQUIRED solution. |
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| 32. |
State and prove Pythagoras theorem.(converse ).....!!!!!! |
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Answer» In a triangle, if the SQUARE of ONE side is equal to the sum of square of other two sides then prove that the triangle is right angled triangle. ________________________ Given : AC² = AB² + BC² To prove : ABC is a right angled triangle. Construction : Draw a right angled triangle PQR such that, angle Q = 90°, AB = PQ, BC = QR. Proof : In triangle PQR, Angle Q = 90° ( by construction ) Also, PR² = PQ² + QR² ( By using Pythagoras theorem )...(1) But, AC² = AB² + BC² ( Given ) Also, AB = PQ and BC = QR ( by construction ) Therefore, AC² = PQ²+ QR²....(2) From EQ (1) and (2), PR² = AC² So, PR = AC Now, In ∆ABC and ∆PQR, AB = PQ ( By construction ) BC = QR ( By construction ) AC = PR ( Proved above ) Hence, ∆ABC is congruent to ∆PQR by SSS criteria. Therefore, Angle B = Angle Q ( By CPCT ) But, Angle Q = 90° ( By construction ) Therefore, Angle B = 90° Thus, ABC is a right angled triangle with Angle B = 90° ____________________ Hence proved! |
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| 33. |
1.pressure cannot be measured in(a)Nm-²(b)bar(c)pa(d)kgwt2.The pressure exerted by a liquid of height h is given by(a)h/dg(b)hg(c)hdg(d)h/d |
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Answer» PRESSURE cannot be MEASURED in KGWT
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| 34. |
A points start from rest and moves along a circular path with a constant tangential acceleration. After one rotation what is the ratio of radial accelaration and tangential acceleration? |
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Answer» The tangential acceleration of the PARTICLE is given by: v²/r After one rotation, the POINT COMES BACK to its initial position. So, its radial acceleration at that point is zero THEREFORE, the ratio of the radial acceleration to the tangential acceleration is also zero... |
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| 35. |
A force of 200N acts on a body of mass 20kg initially rest for 5 secondsDetermine 1) acceleration 2) final velocity attained and 3) distance covered by it |
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Answer» ACCELERATION =2/root5 m/s2 Final VELOCITY =2root5m/s Distance COVERED= 5root5meter |
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| 36. |
The minimum speed for a particle at the lowest point of a vertical circle ofradius R to describe the circle is 'v'. If the radius of the circle is reducedto one-fourth of its value, the corresponding minimum speed will be |
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Answer» Answer: v₂ = The minimum SPEED (v) of a particle at the lowest POINT is given by the formula v = where, g is the acceleration due to the gravity R is the radius Now, for the first CASE Radius = R and for the cases 2 Radius = R/4 let the speed for the case 2 be v₂ thus, v₂ = or v₂ = or we can say v₂ = hence, the value of the speed for radius R/4 becomes half the value of speed for radius = R |
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| 37. |
Angular momentum of an electron is 4.47h,this electron present in |
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Answer» Answer: Explanation: At this POINT it is desirable to become somewhat explicit about the FUNCTION P(Κ) where now P(Κ)D3 K is the probability that the target nucleus has initial momentum in d3k about K. We choose to DIGRESS and examine the problem this poses for us in some details — both because of its wide-ranging importance to us and because it PROVIDES us with another opportunity to illustrate the application of basic principles to the analysis of real systems… |
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| 38. |
An example of potential energy is: (a) blowing wind (b) rotating wheels (c) flowing of water (d) water in an over hear tank |
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Answer» Answer: c) flowing of water Explanation: potential ENERGY is the amt. of mechanical work OBTAINABLE from a BODY due to change of it's POSITION or shape. Hope it helps you |
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| 39. |
An ideal fluid is assumed to be in irrotational flow when all the particles will move in straight line |
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Answer» Explanation: STEADY, inviscid and irrotational: ... Irrotational flow is a flow in which each element of the moving FLUID undergoes no NET rotation with respect to a chosen coordinate AXES from one instant to other. A well-known example of irrotational motion is that of the carriages of the Ferris WHEEL (giant wheel). |
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| 40. |
An excited h like species when bombarded by photons of wavelength |
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Answer» Answer: 1/lemda = R( 1/n1^2 - 1/n2^2) Explanation: According to Bohr when an atom makes a transition from higher energy LEVEL to a lower ta a lower energy level it EMITS a PHOTON with energy equal to the energy difference between the initial and final LEVELS. If E1 is the initial energy of the atom before such a transition E1 is its final energy after the transition ,and the photon's energy is hf = hc/lemda , then conservation of energy gives hf = hc/ lemda = E1 - E2 (energy of emitted photon) |
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| 41. |
A motor car complete a journey in 12 hours, the first half at the speed of 22 km/hr. And the second half at the speed of 26km/hr. Find the distance |
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Answer» TOTAL distance = 143 km pls see the attachment |
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| 42. |
An athlete cover a certain distance in 30 minutes at the uniform speed of 12km hr. By how much he must increase his speed so as to cover the same distance five minutes early? |
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Answer» . .v=12 km/h T= 30 min or 30/60h Therefore DISTANCE = 6 km ( as distance = speed x time ) . Now d = 6km Time = 5 min or 5/60h Therefore speed = 72 km/h . Speed INCREASED = 72-12 = 60 m/s |
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| 43. |
A transverse wave which does not require rigid medium |
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Answer» Explanation: So in FACT it just boils down to the fact that transverse-WAVES need a MEDIUM rigid enough to propagate, which LIQUIDS can't provide. Also remember that not all transverse waves require a rigid medium to travel. Transverse waves can also travel along the surface TENSION of the ocean, creating water waves. |
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| 44. |
Assuming no heat generation within the walls means what |
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| 45. |
Ii) If v; = 3i+4j+k and v2 =i-j-î,determine the magnitude of V, +V2.[Ans: 5] |
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Answer» Answer: Explanation: v2 = i - j - k v1 + v2 = 3i + 4j + k + i - j - k = 4i + 3j |v1 + v2| = √(4² + 3²) = √25 = 5 |
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| 46. |
Value of 1st excitation potential of hydrogen is??? |
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Answer» Explanation: This means to excite hydrogen atom, the energy required to be given to it is E2 – E1 = -3.4 + 13.6 = 10.2 EV. HENCE, 10.2 eV is the FIRST excitation energy of the hydrogen atom. |
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| 47. |
1. Illustrate with example what changes are caused by a force ? long type |
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| 48. |
Value of first excitation potential |
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Answer» Answer: FIRST EXCITATION potential value is -3.4 But this is with RESPECT to hydrogen. For any other METAL u can use |
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| 49. |
) The diameter of a sphere is 2.14 cm.Calculate the volume of the sphere to thecorrect number of significant figures. |
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Answer» PLS SEE the ATTACHMENT |
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