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.
| 3651. |
How much long the vocal cords are in men? |
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Answer» The male vocal foldsare between 17 mm and 25 mm in length. The femalevocal foldsare between 12.5 mm and 17.5 mmlong. it's between 17mm to 25mm |
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| 3652. |
Example 12.12electric bulb is connected to a 220 V generator. The current isAn0.50 A. What is the power of the bulb? |
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Answer» thanks mch |
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| 3653. |
An electric bulb is connected to a220 V generator. If current drawn by bulb is 0.50 A; find its power. |
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Answer» Power = Voltage * CurrentGiven,Voltage = 220 vCurrent =.50 A Power = (220*5)/10 = 22*5 = 110 watt |
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| 3654. |
an electric bulb is connected to a 220V generator. the current is 0.50A. what is the power of the bulb |
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Answer» Power=VI=0.5*220=110Watt |
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| 3655. |
55. An electric bulb is connected to 220 V generator.The current is 0.50 A. What is the power of bulb? |
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| 3656. |
An electric bulb is connected to a 220 V generator. The current is0.50 A. What is the power of the bulb? |
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Answer» Like my answer if you find it useful! |
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| 3657. |
An electric bulb is connected to a 220 V generator. The current i0.50 A. What is the power of the bulb? |
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| 3658. |
\frac { \sin 50 ^ { \circ } } { \cos 40 ^ { \circ } } + \frac { \csc 40 ^ { \circ } } { \sec 50 ^ { \circ } } - \cos 50 ^ { circ } \csc 40 ^ { \circ } |
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| 3659. |
The frequency of a given sound is 1.5 kHlz. The vibrating body is then-completing t,500 vibrations in one second.taking 1,500 seconds to complete one vibration.taking 1.5 seconds to complete one vibration.completing 1.5 vibrations in one second. |
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Answer» a. 1.5 KHz = 1500 Hz = 1500 vibrations/second (for sound) |
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| 3660. |
Why do we hear the sound produced by humming bees while the sound of vibrationsof pendulum is not heard? |
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Answer» It is because thesound producedby the pendulum is of much lower frequency than that ofbee. thesound producedbybee'swing is continous where as thesoundproducer by the pendulum is just once or twice . thus thesoundfrom the pendulum by the timewe hear, vanishes in the air |
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| 3661. |
Why do we hear the sound produced by humming bees while the sound of vibrationsof pendulum is not heard? |
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Answer» the general range for human ear to perceive sound is between frequency range 20Hz to 20kHz. The humming of bees produces a sound of frequency that lies in this range while pendulum vibrations are of much lower frequency. The oscillations in pendulum is slow thus it has low frequency. |
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| 3662. |
show a dry cell and electric bulb. |
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| 3663. |
(X4 2 sin x +3 cos x)dx(A) 4x3 2 cos x + 3 sin x(B) 3x2 + 2 cosx +3 sin x(C) 4x3 + 2 cosx 3 sin x(D) 4x3 2 cos x 3 sin x |
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Answer» = 4x³-2cosx-3sinx , option d. |
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| 3664. |
what is opaque |
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Answer» Anopaqueobject is completely impervious to light, whichmeansyou cannot see through it. ... The less transparent the window is, the higherits opacity. In other words, transparency andopacity areinversely related. Most digital imagesare 100%opaque |
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| 3665. |
D. Answer the follow1. Distinguish between opaque and transparent objects |
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Answer» opaque object are object which doesn't pass the light through it..but transparent object will pass the light through it opaque object are which doesn't pass through it but transparent object can pass light through itplease like my answer same to sameera answer opaque objects do not pass the light through them while transparent objects allow light completely to pass through them |
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| 3666. |
Give one example when work done by a force is (i) positive, (ii) zero. |
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| 3667. |
The volume of a solid block is 300 cm3, find the mass of water displaced when it isimmersed completely in water? (Density of water is 1 g/cm3) |
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Answer» Volume of water displaced = Volume of block Mass = Volume * Density= 300 cm^3 * 1g/cm^3= 300 g Mass of water displaced is 300g |
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| 3668. |
(a)Explain why a completely immersed bottle in water when released boamces backthe surface. |
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Answer» When a bottle is completely immersed in a water , it experiences two kinds of forces, weight of the bottle in downwards direction and upthrust which acts in upward direction.In this case, as we release the bottle completely immersed in water, it rises up because upthrust acting on bottle by water is more than the weight of water. |
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| 3669. |
T he magnitude of a vector cannot be(A) zero() positive(B) negative(D) unity |
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Answer» Magnitude of a vector cannot be negative. Magnitude is always positive. Magnitude is some thing which can be measured, like mass, velocity or distance travelled etc. Magnitude means quantity. |
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| 3670. |
ULLWCU ULICI3. Under what condition is the accelerationproduced in a bodya. positiveb. negativec. zero. |
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Answer» 1. when magnitude and direction of velocity do not change , acceleration of moving body is zero 2.This "negative" acceleration is actually called deceleration. It means that over time, you are slowing down instead of speeding up- your velocity is continously decreasing. To show this decrease, mathematically we put a negative sign to indicate this. 3.when the acceleration is in the direction of motion then there must be an positive acceleration. Positive AccelerationWhen the velocity of an object increases, the acceleration is positive.In this case, the acceleration is in the direction of Velocity. Negative Acceleration When the velocity of an object decreases with time,it has negative Acceleration.Negative acceleration is also called deceleration.Its directions is opposite to the direction of Velocity. Zero Acceleration If the velocity of the object does not change with time,it has zero acceleration. his answer is a and b both positive and negative because the when the velocity of an object increases the acceleration can produce and the acceleration is positive .and when the velocity of an object decrease within the time it has negative acceleration |
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| 3671. |
8.C) maximum positive workD) NU worn al amA man is lowering a bucket full of water with an acceleration 1m/s2 the work done by him iA) positiveB) negative C) zeroD) infinity |
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Answer» Let the mass of the bucket be M . => Net force on the bucket = Mg + F = M×a where F is the force applied by the man and a is the net acceleration of the bucket , which , in this case is 1 m/s^2 . => F = M×(1-g) = -ve Work done = F.s = (-ve) × (+ve) = -ve Thus work done by man is negative. [ Note : We have taken downward direction as positive . ] |
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| 3672. |
A block of mass 750 gm occupies a volume of 250 cm.The relative density of the block is-(2) 3.5(4) 2.5 |
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Answer» Relative Density = Density of Block / Density of Water Density of water = 1 g / cc Now, Density of block = Mass / Volume = 750 g / 250 cc = 3 |
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| 3673. |
A block of mass 750 gm occupies a volume of 250 cmThe relative density of the block is-(1) 3(2) 3.5(3) 1.5(4) 2.5 |
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Answer» Relative Density = Density of Block / Density of Water Density of water = 1 g / cc Now, Density of block = Mass / Volume = 750 g / 250 cc = 3 The answer is 3 |
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| 3674. |
Example 9.5 The average depth of IndianOcean is about 3000 m. Calculate thefractional compression, Δν/ν, of water atthe bottom of the ocean, given that the bulkmodulus of water is 2.2 × 109 N m-2. (Takeg = 10 m s-2) |
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Answer» Thank u P = P₀ + ρgh Where P₀ is the atmospheric pressure , g is acceleration due to gravity, h is the height from the Earth surface and ρ is density of water Here, P₀ = 10⁵ N/m² , g = 10m/s² , h = 3000m and ρ = 10³ Kg/m³ Now, P = 10⁵ + 10³ × 10 × 3000 = 3.01 × 10⁷ N/m² Again, we have to use formula, B = P/{-∆V/V} Here, B is bulk modulus and { -∆V/V} is the fractional compression So, -∆V/V = P/B Put , P = 3.01 × 10⁷ N/m² and B= 2.2 × 10⁹ N/m²∴ fractional compression = 3.01 × 10⁷/2.2 × 10⁹ = 1.368 × 10⁻² |
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| 3675. |
A man sits on a chair supported by a rope passingover a frictionless fixed pulley. The man who weighs1000 N exerts a force of 450 N on the chairdownwards, while pulling the rope on the other side.If the chair weighs 250 N, then the acceleration of thechair is(1) 0.45 m/s(3) 2 m/s(2) zero(4) m/s25 |
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| 3676. |
19.A man sits on a chair supported by a rope passingover a frictionless fixed pulley. The man who weighs1000 N exerts a force of 450 N on the chairdownwards, while pulling the rope on the other side.If the chair weighs 250 N, then the acceleration of thechair is(1) 0.45 m/s^2(3) 2 m/s^2(2) zero(4) 9/25m/s^2 |
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Answer» Suppose acceleration is in direction of man going downwards so by drawing the diagram and using fbd consider g to be 10 so the mass of the person is 100kg and 125kg of the chair , we get the following 2 equations 1 T- 450N (force applied by the man) = 45a (450÷g i.e mg÷mg = m) and 2- [mg (of man) + mg of chair = (mass of man + mass of chair) so putting values the equation are as follow 1)T - 450N = 45a , 2) 1250 - T = 125 a. Solving equation via elimination method we get a= 4.70 |
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| 3677. |
5.9 Aleration 4 kg moving iniay with a constant sothsubfect to a constant force of 8.0 Nt time to be x 0, and predict its posiA barth is ut the force is applied to be tdirectesDeedtrajectory of th(a) the stone n(b) the stone(c) the stone f5.10 A body of mass 0.40the instant the torce is applied to hethe30 s. Take theo be 0, and predict its position at t, the poste; |
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Answer» Mass of the body,m= 0.40 kg Initial speed of the body,u= 10 m/s due northForce acting on the body,F= –8.0 NAcceleration produced in the body, a = F / m = -8.0 / 0.40 = -20 ms-2 (i) Att= –5 sAcceleration,a‘ = 0 andu= 10 m/ss =ut+ (1/2) a’ t2= 10 × (–5) = –50 m (ii) Att= 25 sAcceleration,a” = –20 m/s2andu= 10 m/ss’ = ut’ + (1/2) a” t2= 10 ×25 + (1/2)×(-20)×(25)2= 250 – 6250 = -6000 m (iii) Att= 100 sFor 0 ≤ t ≤ 30 sa = -20 ms-2u = 10 m/ss1= ut + (1/2)a”t2= 10×30 + (1/2)×(-20)×(30)2= 300 – 9000 = -8700 mFor 30 < t ≤ 100 s As per the first equation of motion, fort= 30 s, final velocity is given as:v=u + at= 10 + (–20) × 30 = –590 m/sVelocity of the body after 30 s = –590 m/sFor motion between 30 s to 100 s, i.e., in 70 s:s2= vt + (1/2) a” t2= -590×70 = -41300 m∴ Total distance, s” = s1+ s2= -8700 -41300 = -50000 m = -50 km. |
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| 3678. |
lacksmith hammers a hot piece of iron while making a tool. How doesthe force due to hammering affect the piece of iron?6. |
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Answer» thankyou for short answer |
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| 3679. |
A blacksmith hammers a hot piece of iron while making a tool. How doesthe force due to hammering affect the piece of iron?6. |
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| 3680. |
Why is it advised to tie any luggage kept on theroof of a bus with a ropc ? |
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Answer» luggageis usually tied with a rope on theroofof buses. When a moving bus suddenly stops, theluggageon itsrooftends to continue in the state of motion due to inertia of motion. ... Thus, to avoid the falling of theluggage, it is tied with a rope on theroofof a bus Luggage will fall on the head of passengers and they will get hurt |
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| 3681. |
Why is it advised to tie any luggage kept on the roof of awith a rope?bs |
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| 3682. |
Why luggage trollies are provided with wheels? |
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Answer» Luggage trolleys are provided with wheels to reduce friction between the wheels and ground as we know that static friction is more than rolling friction so the trolleys are provided with wheels so that we can easily move them from one place to another without experiencing any discomfort. |
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| 3683. |
3.3.3 WHAT IS AN ION?Compounds composed of metals and |
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Answer» Anionis a charged atom or molecule. It is charged because the number of electrons do not equal the number of protons in the atom or molecule. An atom can acquire a positive charge or a negative charge depending on whether the number of electrons in an atom is greater or less then the number of protons in the atom. |
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| 3684. |
3. Why is it advised to tie any luggage kept on the roof of a buswith a rope? |
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| 3685. |
0.22 Two forces of magnitude 10 N and 6N respectivelyare acting on a body. The direction of the forcesis unknown. The resultant force on the body willbe[1] between 6 to 10 N [2] between 4 to 16 N[3] more than 6 N [4] more than 10 N |
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Answer» So resultant lies between 4 N and 16 N .So,option [2] is correct. |
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| 3686. |
What is angular displacement in radian of a second hand of a clock in 10 second? |
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Answer» A secondhand makes a complete revolution (360 degrees) in 60 seconds, so it displaces 6 degrees for every second of elapsed time (360/60 = 6). And in 10 seconds, it will make a displacement of 10 degrees (6 * 10 = 60). So, it is 60 degrees Finally, to convert into radiant, multiply degrees with π/180 Hence, 60Deg× π/180 = 1.047Rad . |
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| 3687. |
Example 2.1 Calculate the angle of(a) 1° (degree) (b) I'(minute of arc or arcminand (c) 1"(second of arc or arc second) inradians. Use 360-2 rad, 1-60 and |
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| 3688. |
Calculate the angle(a) 1° (degree) (b) 1'(minute of arc or arcmin)and (c) 1"(second of arc or arc second) inradians. Use 360°=2π rad. 1= 60', and1' = 60" |
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Answer» We know 360°= 2π rad =>1°= (π/180) rad = 0.01745 rad 1'= (1/60)°= π/(60 × 180) = 0.00029 rad 1''= (1/3600)°= π/(3600 × 180) = 0.0000048 rad |
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| 3689. |
body rotates about a fixed axis with an angularacceleration of one radian/second/second. Through whatangle does it rotate during the time in which its angularelocity increases from 5 rad/s to 15 rad/s.19. |
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| 3690. |
A stone drops from the edge of the roof. If it!passes a window 2 metre high in 0.1 sec.How far is the roof above the top of the window. |
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Answer» The object is falling under gravity. As it is moving towards the earth, Its acceleration is +g. As it is dropped, It has initial velocity = 0 . The stone passes the window of 2m high in 0.1s . Let the distance between the roof and that window be " k " km and the time taken to reach that " k "m is t That is k = 1/2gt² ( From the second equation of motion) Given that, Stone passes through the window in 0.1 second. So it travels k+2 m in t + 0.1seconds . k + 2 = 1/2g(t+ 0.1)² Substituting the value of k, 1/2gt² + 2 = 1/2g(t²+0.01 + 0.2t) 1/2gt² - 1/2gt² + 2 = 0.005 g + 0.1gt 2 = 0.005 * 10 + 0.1(10)t 2= 0.05 + t 2 - 0.05 = t 1.95 = t. Therefore, The stone takes 1.95seconds to travel from roof to top of the window. Now, We have to find The distance between roof and top of the window ( k) k = 1/2(10)(t²)k = 5t² k = 5(1.95)²k = 19.0125 Therefore, The height of the roof above the top of the window is 19.0125m |
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| 3691. |
Q.7 A ball is dropped fromthe edge of a roof. It take 0.I s to cross a window of height 2.0m. Findthe heightofthe roof above the top of thewindow.ull ic thrnin un fromthegroup with a |
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| 3692. |
A pump motor is used to deliver water at a certain rate from a given pipe. To obtain 'n'timeswater from the same pipe in the same time the amount by which the power of the motor should beincreased -(A) n12(B) n2(C) n3(D) n |
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Answer» power = F.v v has to be increased by n oppossing force is proportional to v^2 totally n^3 |
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| 3693. |
A boy of height 1 m stands in front of a convex mirror.His distance from the mirror is equal to its focal length.The height of his image is(a) 0.25 m(c) 0.5 m(b) 0.33 m(d) 0.67 m |
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Answer» Option (c) is correct. |
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| 3694. |
S. solid X insoluble in water, weighs 180gm in air and 150gm in water. What is the relative density of the solidx? |
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| 3695. |
2(A) 3/2(D) 2(B) 2/3on the horizontal road11.A boy standing on a long railroad car throws a ball straight upwards. The car is movingwith an acceleraboy will the ball fall on the car (in metres)?(A) 2 mtion of 1 m/s? andthe projection velocity in the vertical direction is 9.8 m/s. How far behind the(B) 4 m(C) 1m(D) 6 m |
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| 3696. |
oo doon g,bll&hc,\,z ŕ¤e . Db |
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Answer» # The magnetic field produced by a current carrying solenoid is similiar to the magnetic field produced by a bar magnet. # One end of the current carrying solenoid acts like a magnetic north pole while the other acts like a south pole |
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| 3697. |
4. Undergrund water is the water that:(a) comes as rain water(e) sueps into carth(b) oceanic water(d) none of these |
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Answer» Ans :- Groundwateris thewaterfoundundergroundin the cracks and spaces in soil, sand and rock. It is stored in and moves slowly through geologic formations of soil, sand and rocks called aquifers. |
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| 3698. |
41. A boy standing on a long railroad car throws a ballstraight upwards. The car is moving on the horizontalroad with an acceleration of 1 m/s and the projectionvelocity in the vertical direction is 9.8 m/s. How farbehind the boy will the ball fall on the car? |
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Answer» we shall use the following kinematic equation to describe the vertical motion of the ball to to its maximum height (half its journey in flight) v = u + at here v = o u = 9.8 m/s a = -9. m/s2 thus, 0 = 9.8 - 9.8t so, the time taken by the ball to reach maximum height will be t = 9.8 / 9.8 = 1 secs. or total time of flight, T = 2t = 2 secs now, the horizontal distance travelled by car in 2 seconds will be s = uT + (1/2)aT2 here, u = 0 T = 2 secs. a = -1 m/s2 thus, s = 0 + (1/2).-1.22 so, the distance between ball and car will be s = -2m |
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| 3699. |
boy stands 78.4 m away from a building and throwsa ball which just enters a window at maximum39.2m above the ground. Calculate the velocity ofheightprojection of the ball |
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| 3700. |
8. A boy throws a ball upwards with velocity v, 20 m/s. The wind imparts a horizontal acceleratonnthe left. The angle 0 with the vertical at which the ball must be thrown so that the ball returns to the bis: (g 10 m/s2)(A) tan-1 (1.2)(B) tan-1 (0.2)(D tan1 (0.4)(C) tan-1 (2) |
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Answer» Solve For Time In Y Direction:Vy = Vyo + Ay*Time(20 m/s)*sin(ang) = (-20 m/s)*sin(ang) + (-9.81 m/s^2)*TimeTime = (40 m/s)*sin(ang)/(9.81 m/s^2) = 4.08*sin(ang) Solve For Time In X Direction:Vx = Vxo + Ax*Time(20 m/s)*cos(ang) = (-20 m/s)*cos(ang) + (-4.0 m/s^2)*TimeTime = (40 m/s)*cos(ang)/(4.0 m/s^2) = 10*cos(ang) Set Times For X And Y Equal To Each Other:4.08*sin(ang) = 10*cos(ang)tan(ang) = 4.08/10hence angle is tan^-10.4 |
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