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.
| 12551. |
When chlorinating water there is a point when the chlorine requirement of the water is met. Such a point is called-1. Break Point Chlorination2. Super Chlorination3. Contact Period4. Chlorine Requirement |
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Answer» Correct Answer - Option 1 : Break Point Chlorination Concept:- Breakpoint chlorination:-
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| 12552. |
The pH value of Milk of Magnesia is approximately1. zero2. 73. 104. 14 |
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Answer» Correct Answer - Option 3 : 10 Explanation: Milk of Magnesia is the magnesium compound which acts as an antacid.
The scale used to express the acidic or alkaline nature of a substance based on the concentration of hydrogen ions in its solution is called a pH scale.
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| 12553. |
Name some process variables, which are appropriate for our plant with examples. |
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Answer» Process variables with examples, which are appropriate to our plant, are . a. Flow – flow of D2O in PHT system. b. Temperature – temperature of coolant in PHT system. c. Level – moderator level. d. Speed – speed of turbine. e. Voltage – voltage generated by main generator. f. Neutron flux – number of neutrons produced in reactor during operation. g. pH – pH of moderator. |
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| 12554. |
What is primary element and what should be its response? |
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Answer» Primary element is one, which senses the condition of process, and converts it to some other form, which can be measured accurately. Example in a bourden gauge the pressure if changed to the uncoiling (displacement), which can be measured. The response of primary element is that it should convert the condition in to some other form, which can be interpreted and measured easily. |
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| 12555. |
What is the purpose of instruments? |
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Answer» The purpose of instruments is to measure, safeguard the process for efficient plant operation. Instruments are very accurate and fast acting. This accuracy and speed is not possible by human. Also in some places there may be too much heat for man to work or some where there may high radiation field. In such cases instruments provide remote operation. |
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| 12556. |
If `a=(3t^2+2t+1)` `m/s^2` is the expression according to which the acceleration of a particle varies. Then- `a=(3t^2+2t+1)` `(m)/(s^2)` Q. The expression for instantaneous velocity at any time `t` will be (if the particle was initially at rest)-A. `t^(3)+2t+1`B. `t^(3)+t+1`C. `t^(3)+t^(2)+1`D. `t^(3)+t^(2)+t+C` |
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Answer» Correct Answer - C `a=3t^(2)+2t+1` `underset(0)overset(1)intdv=underset(0)overset(1)int3t^(2)+2t+1dt , v=t^(3)+t^(2)+t` |
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| 12557. |
If `a=(3t^2+2t+1)` `m/s^2` is the expression according to which the acceleration of a particle varies. Then- `a=(3t^2+2t+1)` `(m)/(s^2)` Q. The change in velocity after 3 seconds of its start is:A. `30m//s`B. `39m//s`C. `3m//s`D. `20m//s` |
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Answer» Correct Answer - B `V(t=0)=0` `V_(t=3)=(3)^(3)+(3)^(2)+3` `=27+9+3` `=39` `DeltaV=39-0=39m//s.` |
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| 12558. |
In the given figure, a function `y=15e^(-x)` is shown. What is the numerical value of expression `A//(B+C)`? |
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Answer» Correct Answer - 5 From graph `A=15, B=1, C=2`. Therefore `[A//(B+C)=15//3=5]` |
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| 12559. |
Find first derivation of y w.r.t. x. (i) `y=x^(2) sin x` , (ii) `y=4(e^(x))cos x` |
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Answer» (i) `(dy)/(dx)=x^(2)(cos x)+(2x)(sin x)=x^(2) cos x+ 2xsin x` (ii) `(dy)/(dx)=4[(e^(x))(cos x)+(e^(x))(-sin x)]=4e^(x)[cos x-sin x]` |
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| 12560. |
Find `1+1/2+1/4+1/8+`…. Upto `oo`. |
| Answer» Here, `a=1, r=1/2" "` So, `" " S_(oo)=a/(1-r)=1/(1-1/2)=2` | |
| 12561. |
If `vec(A)=4hat(i)+nhat(j)-2hat(k)` and `vec(B)=2hat(i)+3hat(j)+hat(k)`, then find the value of n so that `vec(A) bot vec(B)` |
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Answer» Dot product of two mutually perpendicular vectors is zero `vec(A).vec(B)=0` `:. (4hat(i)+nhat(j)-2hat(k)).(2hat(i)+3hat(j)+hat(k))=0rArr(4xx2)+(nxx3)+(-2xx1)=0rArr3n=-6 rArr n=-2` |
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| 12562. |
Find the sum of first `n`natural numbers. |
| Answer» Let sum be `S_(n)` then `S_(n)=1+2+3+…. +n, S_(n)=n/2[1+n]=[(n(n+1))/2]` | |
| 12563. |
Consider three vectors `vec(A)=2 hat(i)+3 hat(j)-2 hat(k)" " vec(B)=5hat(i)+nhat(j)+hat(k)" " vec(C)=-hat(i)+2hat(j)+3 hat(k)` If these three vectors are coplanar, then value of n will be |
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Answer» Correct Answer - D For coplanar vectors `vec(A).(vec(B)xxvec(C))=|(A_(x),A_(y),A_(z)),(B_(x),B_(y),B_(z)),(C_(x),C_(y),C_(z))|=0` `implies |(2,3,-2),(5,n,1),(-1,2,3)|=2(3n-2)-3(15+1)-2 (10+n)=0 implies4n-72=0implies n=18` |
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| 12564. |
Figure shows an irregular wedge of mass `m` placed on a smooth horizontal surface. Part `BC` is rough. If the coefficient of friction between the block and wedge is `mu`, and the block comes to rest with respect to wedge at a point `E` on the rough surface then `BE` will beA. `(H)/(mu)`B. `(H-h)/(mu)`C. `(h)/(mu)`D. none of these |
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Answer» Correct Answer - B By work `-` energy theorem on the system `:` `-(mu mg )(BE)-mgh=-(1)/(4) m u^(2)` `=-(1)/(4)m(4gH)rArr BE=(H-h)/(mu)` |
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| 12565. |
Figure shows an irregular wedge of mass `m` placed on a smooth horizontal surface. Part `BC` is rough. The magnitude of velocity of wedge when the block comes to rest `(w.r.t.` wedge `)` on part `BC` is `:`A. `sqrt(gH)`B. `sqrt(g(H-h))`C. `2sqrt(gH)`D. none of these |
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Answer» Correct Answer - A When the block comes to rest, the wedge continues to move at `V=(u)/(2)=sqrt(gH)` on the smooth surface. (since, momentum of wedge`-` block system remains conserved) . |
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| 12566. |
In a `p-n` junction diode, change in temperature due to heatingA. does not affect resistance of p-n junctionB. affects only forward resistanceC. affects only reverse resistanceD. affects the overall V-I characteristics of p-n junction. |
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Answer» Correct Answer - D Due to increase in temperature because of heating, thermal collision between the electron and holes increases. Thus, net electron-hole pair increases. This leads to increase in the current in diode and overall resistance of the diode changes. This in turn changes both the forward biasing and the reverse biasing. Thus, the overall I-V characteristics of p-n junction diode gets affected. |
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| 12567. |
An `EM` wave is propagating in a medium whith a velocity `vecv=vhati`. The instantaneous oscillating electric field of this of em wave is along `+y` axis. Then the direction of oscillating magnetic field of the `EM` wave will be alongA. `-y-direction`B. `+z-direction`C. `-z-`directionD. `-x-`direction |
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Answer» Correct Answer - B Here, velocity of EM wave, `v=vhat(i)` Instaneous oscillating electric field, `E=Ehat(j)` As we already know that, during the propogation of = EM waves through a medium oscillating electric and magnetic field vectors are mutually perpendicular to each other end to the direction of each other and to the direction of propogation of the wave `(ExxB)`. i.e. `ExxB=v rArr (Ehat(j) xx B = vhat(i)` ............(i) As we know that from vector algebra, `hat(j) xx hat(k)= hat(i)`..........(ii) ltbr. Comparing Eqs. (i) and (ii), we get `B= Bhat(k)`, Where B (say) be the magnitude of magnetic field. Thus, we can say that the direction of oscillating magnetic field of the em wave will be along +z direction. |
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| 12568. |
________ represent the features of both emergence and submergence.1. Compound coasts2. Neutral coasts3. Simple coasts4. Retrograded coasts |
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Answer» Correct Answer - Option 1 : Compound coasts The correct answer is Compound coasts.
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| 12569. |
∆U = q - p∆V. If the process is carried out at constant volume, then ∆V=0. Answer the following questions. 1. Give the equation for ∆U. 2. 1000J was supplied to a system at constant volume. It resulted in the increase of temperature of the system from 45 °C to 50 °C. Calculate the change in internal energy. |
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Answer» 1. ∆U = qv 2. Since the volume kept constant, ∆V=0 ∴ ∆U = qv = 1000J |
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| 12570. |
An ideal gas with adiabatic exponent (`gamma=1.5`) undergoes a process in which work done by the gas is same as increase in internal energy of the gas. Here R is gas constant. The molar heat capacity C of gas for the process is:A. C=4RB. C=0C. C=2RD. C=R |
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Answer» Correct Answer - A `intPdV=intnC_(v)dt` `rArr dQ=2 dU rArr nCdT=2 nC_(v)=dT rArr C=2C_(v)rArr C=(2R)/(1.5-1) =4R` |
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| 12571. |
According to IE rules for service connection for low and medium voltage line, the height of service line conductors erected across a street must NOT be less than:1. 5.490 m2. 5.975 m3. 6.10 m4. 5.18 m |
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Answer» Correct Answer - Option 2 : 5.975 m Clearance above ground at the lowest Conductor: |
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| 12572. |
Heat of sun reach the earth by : A. Radiation B. Convection C. absorption D. Conduction |
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Answer» A. Radiation |
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| 12573. |
Land breeze blows during :A. à day B. à night C. à winter D. à summer |
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Answer» Land breeze blows during à night. |
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| 12574. |
A hot plate 1 m × 1.5 m is maintained at 300°C. Air at 25°C blows over the plate. If the convective heat transfer coefficient is 20 W/m2°C, calculate the rate of heat transfer. |
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Answer» Area of the plate exposed to heat transfer, A = 1 × 1.5 = 1.5 m2 Plate surface temperature, ts = 300°C Temperature of air (fluid), tf = 20°C Convective heat-transfer coeffficient, h = 20 W/m2°C Rate of heat transfer, Q : From Netwon’s law of cooling, Q = hA (ts – tf ) = 20 × 1.5(300 – 20) = 8400 W or 8.4 kW. |
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| 12575. |
The transfer of heat by radiation : A. does not require any medium. B. require any medium. C. does not require any space. D. require any space. |
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Answer» Does not require any medium. The transfer of heat by radiation does not require any medium |
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| 12576. |
The quantity of heat radiation is dependent on (a) area of the body only (b) shape of the body only (c) temperature of the body only (d) on all (a), (b) and (c). |
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Answer» (c) temperature of the body only |
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| 12577. |
Thermal radiation travels through vacuum on ………………..lineA. straight B. zigzag C. vertical D. diagonal |
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Answer» Straight. Thermal radiation travels through vacuum on straight line and with the velocity of light. |
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| 12578. |
When the wavelength of radiation falling on a metal is changed from 500 nm to 200 nm, the maximum kinetic energy of the photoelectrons becomes three times larger. The work function of the metal is close to (1) 0.52 eV (2) 1.02 eV(3) 0.61 eV (4) 0.81 eV |
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Answer» (3) 0.61 eV K1 = hc/λ1 - Φ0 K2 = hc/λ2 - Φ0 \(\therefore\) K2 = 3K1 ⇒ 3[hc/500 - Φ0] = hc/200 - Φ0 ⇒ Φ0 = 0.61 eV |
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| 12579. |
If intensity (I) versus wavelength (λ) for three identical black bodies at temperature T1, T2 and T3 are shown in figure, then |
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Answer» We know that emissive power is E \(\propto\) T4 According wein's displacement law \(\lambda_{max}T = constant\) T \(\propto\) \(\frac1{\lambda_{max}}\) So, We can say T1 > T2 > T3 |
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| 12580. |
A long straight cylindrical shell has inner radius Ri and outer radius Ro. It carries current i, uniformly distributed over its cross section. A wire is parallel to the cylinder axis, in the hollow region (rRo). We conclude that the wire: A. is on the cylinder axis and carries current i in the same direction as the current in the shell B. may be anywhere in the hollow region but must be carrying current i in the direction opposite to that of the current in the shell C. may be anywhere in the hollow region but must be carrying current i in the same direction as the current in the shell D. is on the cylinder axis and carries current i in the direction opposite to that of the current in the shell E. does not carry any current |
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Answer» D. is on the cylinder axis and carries current i in the direction opposite to that of the current in the shell |
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| 12581. |
Polarisation is the distortion of the shape of the shape of an anion by the cation. Which of the following statements is correct ?A. Maximum polarisation is done by a cation of high chargeB. A large cation is likely to bring large degree of polarisationC. A smaller anion is likwly to undergo a high degree of polarisationD. Minimum polarisation is done by a cation of small size |
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Answer» Correct Answer - 1 Cation having high charge density produces high degree of polarisation. |
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| 12582. |
A uniformly charged spherical shell of radius R and charge Q is rotating about its diameter with constant angular speed ω. The magnetic moment of shell is |
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Answer» The magnetic moment \(\frac ML=\frac{q}{2m}\) M = \(\frac{q}{2m}L\) \(\because\) L = I\(\omega\) Moment of inertia of spherical shell about diameter I = \(\frac23mR^2\) Then M = \(\frac{q}{2m}I\omega\) = \(\frac{q}{2m}(\frac23MR^2\omega)\) = \(\frac{qm\omega R^2}{3m}\) M = \(\frac{q\omega R^2}3\) |
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| 12583. |
The seismic mass of an accelerometer oscillates sinusoidally at 100 Hz with a maximum displacement of 10 mm from its mean position.The peak acceleration of the seismic mass is1. 3947.84 m/s22. 3141.50 m/s23. 314.15 m/s24. 100.00 m/s2 |
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Answer» Correct Answer - Option 1 : 3947.84 m/s2 Given that, displacement (xm) = 10 mm Peak acceleration \(= {\omega ^2}{x_m}\) = (2πf)2xm = (2π × 100)2 × 10 × 10-3 = 3947.84 m/sec2 |
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| 12584. |
A straight rigid rod of mass `M` and length `L` lies on a smooth horizontal table. Taking the co-ordinate axes as shown in the figure and assuming an average force `ltFgt` acting for a small time interval `(/_ )`, at the end `A`, making an angle `30^@` with the `X`-axis, Based on the above passege, answer the following questions. Angular velocity of rod about `O` isA. `(3sqrt(5)ltFgt(/_ ))/(ML)`B. `(2sqrt(5)ltFgt(/_ ))/(ML)`C. `(2sqrt(3)ltFgt(/_ ))/(ML)`D. `(3sqrt(3)ltFgt(/_ ))/(ML)` |
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Answer» Correct Answer - D Angular impulse `=/_Iomega` `sqrt3/4(:F:)/_xxL=(ML^2)/12xximpliesomega=(3sqrt3( : F : )/_L)/(ML)` |
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| 12585. |
When a particle oscillates in simple harmonic motion, both in potential energy and kinetic energy vary sinusoidally with time. If `v` be the frequency of the motion of the particle, the frequency associated with the kinetic energy is `:`A. `4v`B. `2v`C. `v` is highest when the spring comes back to natural positionD. `(v)/(2)` |
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Answer» Correct Answer - B `x=A sin wt` `K.E.=(1)/(2)KA^(2)W^(2)cos^(2)wt` `PE=(1)/(2)mA^(2)w^(2)sin^(2)wt` frequency of kinetic energy is `2V` Ans. `(B)` |
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| 12586. |
Two elastic waves move along the same direction in the same medium. The pressure amplitudes of both the waves are equal, but the wavelength of the first wave is three times that of the second. If the average power transmitted through unit area by the first wave is `W_(1)` and that by the second is `W_(2)`, thenA. `W_(1)=W_(2)`B. `W_(1)=3W_(2)`C. `W_(2)=3W_(1)`D. `W_(1)=9W_(2)` |
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Answer» Correct Answer - A `I=(Power)/(Area)=(P_(0)^(2))/(2rhov)` `I=I_(f)=I_(2)` `w_(1)=w_(2) Ans. (A)` |
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| 12587. |
If error in measurement of radius of a sphere is 1%, what will be the error in measurement of volume?A. `1%`B. `3%`C. `5%`D. `7%` |
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Answer» Correct Answer - B `V=(4)/(3)pir^3` `%` error is volume`=3xx%` error in radius `=3xx1=3%` |
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| 12588. |
(i). Why does R3P=O exist but R3N=O does not? (ii). Why is NH3 more basic than PH3? (iii). Why sulphur is a polyatomic solid whereas oxygen is a diatomic gas |
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Answer» (i) Nitrogen does not contains d-orbitals. As a result, it cannot expand its covalency beyond four and cannot form pπ – dπ multiple bonds. In contrast, P contains the d-orbitals, and can expand its covalency beyond 4 and can form pπdπ multiple bonds. Hence R3P = O exist but R3N = O does not. (ii) Due to smaller atomic size the density of lone pair electrons on N in NH3 is larger than that of P in PH3. So, NH3 is a stronger Lewis base than that of PH3. (iii) The intermolecular forces in oxygen are weak van der Waals forces, which causes it to exist as gas. On the other hand, sulphur does not form strong S=S double bonds hence exists as a puckered structure held together by strong covalent bonds and exists as a polyatomic molecule. So, it exists as a solid. |
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| 12589. |
Why does R3P=O exist but R3N=O does not (R = alkyl group)? |
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Answer» N (unlike P) lacks the d-orbital. This restricts nitrogen to expand its coordination number |
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| 12590. |
General electronic configuration of transition metal is– (a) (n-1)d1-10 ns0-2(b) ns0-1(n-1)d1-10(c) ns0-2 (n-1)d0-10 (d) None of these |
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Answer» General electronic configuration of transition metal is (n-1)d1-10 ns0-2 |
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| 12591. |
Which one of the following is non crystalline or amorphous ?(a) Diamond (b) Graphite(c) Glass(d) Common salt |
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Answer» Graphite is non crystalline or amorphous |
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| 12592. |
The chemical formula of lunar caustic is–(a) Ag S2(b) Ag2 SO4(c) AgNO3(d) AgCl |
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Answer» The chemical formula of lunar caustic is AgNO3 |
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| 12593. |
Which one of the following is non crystalline or amorphous ?(a) Diamond(b) Graphite(c) Glass(d) Common salt |
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Answer» Graphite is non crystalline or amorphous . |
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| 12594. |
Which of following metals occurs in native state?A. MagnesiumB. PlatinumC. PotassiumD. Sodium |
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Answer» Correct Answer - B Among the given metals, platinum has the least reactivity thus, it occurs I native state. While all other metals occurs in their oxides, sulphies and chloride forms. |
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| 12595. |
Refractory materials are generally used in furnaces becauseA. do not require replacementB. possess great strengthC. can withstand high temperatureD. are chemically inert |
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Answer» Correct Answer - C Refraction material of silicon |
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| 12596. |
Which of the following metals are found in native state ?A. Cu, Pt, MgB. Ag , Pt , AuC. Al, Ag, ZnD. Au, Pb, Fe |
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Answer» Correct Answer - B Less reactive metals |
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| 12597. |
Which of the following statements is false? (a) The repeat unit in natural rubber is isoprene. (b) Both starch and cellulose are polymers of glucose. (c) Artificial silk is derived from cellulose. (d) Nylon-66 is an example of elastomer. |
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Answer» (d) Nylon-66 is an example of elastomer. |
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| 12598. |
In tensile test, necking starts at (a) lower yield stress (b) Upper yield stress (c) ultimate tensile stress (d) just before fracture |
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Answer» (c)ultimate tensile stress |
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| 12599. |
In tensile test, the engineering stress corresponding to the maximum load is called (a) yield strength (b) tensile strength (c) Shear strength (d) Upper yield stress |
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Answer» (b) tensile strength |
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| 12600. |
Cast iron is made by meltingA. pig iron with zincB. pig iron with scrap iron and tinC. pig iron with scrap iron and cokeD. pig iron with lead and zinc |
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Answer» Correct Answer - C Cast iron contain 4% carbon |
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