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This section includes 682 Mcqs, each offering curated multiple-choice questions to sharpen your Electrical Engineering knowledge and support exam preparation. Choose a topic below to get started.
551. |
Find the range of band gap energy for conductors. |
A. | >6 ev |
B. | 0.2-0.4 ev |
C. | 0.4-2 ev |
D. | 2-6 ev |
Answer» C. 0.4-2 ev | |
552. |
Find the band gap energy when a light of wavelength 1240nm is incident on it. |
A. | 1ev |
B. | 2ev |
C. | 3ev |
D. | 4ev |
Answer» B. 2ev | |
553. |
Conduction in metals is due to |
A. | electrons only |
B. | electrons and holes |
C. | holes only |
D. | applied electric field |
Answer» B. electrons and holes | |
554. |
Which of the following are conductors? |
A. | ceramics |
B. | plastics |
C. | mercury |
D. | rubber |
Answer» D. rubber | |
555. |
When the electric field becomes zero, which of the following relations hold good? |
A. | e = p |
B. | d = p |
C. | b = p |
D. | h = p |
Answer» C. b = p | |
556. |
The susceptibility of free space is |
A. | 1 |
B. | 0 |
C. | 2 |
D. | ∞ |
Answer» C. 2 | |
557. |
Find the susceptibility of a material whose dielectric constant is 2.26. |
A. | 1.26 |
B. | 3.26 |
C. | 5.1 |
D. | 1 |
Answer» B. 3.26 | |
558. |
Insulators perform which of the following functions? |
A. | conduction |
B. | convection |
C. | provide electrical insulation |
D. | allows current leakage at interfaces |
Answer» D. allows current leakage at interfaces | |
559. |
Dielectric constant will be high in |
A. | conductors |
B. | semiconductors |
C. | insulators |
D. | superconductors |
Answer» D. superconductors | |
560. |
The permittivity is also called |
A. | electrostatic energy |
B. | dielectric constant |
C. | dipole moment |
D. | susceptibility |
Answer» C. dipole moment | |
561. |
The scalar factor of spherical coordinates is |
A. | 1, r, r sin θ |
B. | 1, r, r |
C. | r, r, 1 |
D. | r, 1, r |
Answer» B. 1, r, r | |
562. |
The area of sphere can be computed from the sphere volume. State True/False. |
A. | true |
B. | false |
Answer» B. false | |
563. |
Given B= (10/r)i+( rcos θ) j+k in spherical coordinates. Find Cartesian points at (-3,4,0) |
A. | -2i + j |
B. | 2i + k |
C. | i + 2j |
D. | –i – 2k |
Answer» B. 2i + k | |
564. |
Find the Cartesian coordinates of B(4,25â°,120â°) |
A. | (0.845, 1.462, 3.625) |
B. | (-0.845, 1.462, 3.625) |
C. | (-8.45, 2.462, 6.325) |
D. | (8.45, 2.462, 6.325) |
Answer» C. (-8.45, 2.462, 6.325) | |
565. |
Find the spherical coordinates of A(2,3,-1) |
A. | (3.74, 105.5â°, 56.13â°) |
B. | (3.74, 105.5â°, 56.31â°) |
C. | (3.74, 106.5â°, 56.13â°) |
D. | (3.74, 106.5â°, 56.31â°) |
Answer» C. (3.74, 106.5â°, 56.13â°) | |
566. |
Choose which of following condition is not required for a waveguide to exist. |
A. | the dimensions should be in accordance with desired frequency |
B. | cut-off frequency should be minimum 6ghz |
C. | the shape should be spherical |
D. | no specific condition is required for waveguide design |
Answer» D. no specific condition is required for waveguide design | |
567. |
Example of spherical system in the following is |
A. | charge in space |
B. | charge in box |
C. | charge in dielectric |
D. | uncharged system |
Answer» B. charge in box | |
568. |
Spherical systems are employed in waveguides. State True/False |
A. | true |
B. | false |
Answer» C. | |
569. |
Rectangular waveguides dominate the circular waveguides. Find the reason. |
A. | low cut-off frequency |
B. | easy to design |
C. | more wave propagation |
D. | the statement is false |
Answer» C. more wave propagation | |
570. |
Convert the point (3,4,5) from Cartesian to spherical coordinates |
A. | (7.07,45â°,53â°) |
B. | (0.707,45â°,53â°) |
C. | (7.07,54â°,63â°) |
D. | (0.707,54â°,63â°) |
Answer» B. (0.707,45â°,53â°) | |
571. |
Charges filled inside a cylindrical will possess flux in which direction? |
A. | upwards |
B. | downwards |
C. | laterally outwards |
D. | inwards |
Answer» D. inwards | |
572. |
The pressure inside a piston cylinder is a variable of |
A. | radius |
B. | plane angle |
C. | z plane distance |
D. | constant, not a variable |
Answer» D. constant, not a variable | |
573. |
Cylindrical system is employed in waveguides. State True/False. |
A. | true |
B. | false |
Answer» B. false | |
574. |
A charge located at point p (5,30â°,2) is said to be in which coordinate system? |
A. | cartesian system |
B. | cylindrical system |
C. | spherical system |
D. | space system |
Answer» C. spherical system | |
575. |
Cylindrical systems have the following scalar values respectively |
A. | 1, Ï ,1 |
B. | 1, 1, 1 |
C. | 0,1,0 |
D. | 1,0,0 |
Answer» B. 1, 1, 1 | |
576. |
Transform the vector B=yi+(x+z)j located at point (-2,6,3) into cylindrical coordinates. |
A. | (6.325,-71.57,3) |
B. | (6.325,71.57,3) |
C. | (6.325,73.57,3) |
D. | (6.325,-73.57,3) |
Answer» B. (6.325,71.57,3) | |
577. |
The cylindrical coordinate system is also referred to as |
A. | cartesian system |
B. | circular system |
C. | spherical system |
D. | space system |
Answer» C. spherical system | |
578. |
Which of the following criteria is used to choose a coordinate system? |
A. | distance |
B. | intensity |
C. | magnitude |
D. | geometry |
Answer» E. | |
579. |
The spherical equivalent of the vector B = yi + (x + z)j located at (-2,6,3) is given by |
A. | (7,64.62,71.57) |
B. | (7,-64.62,-71.57) |
C. | (7,-64.62,71.57) |
D. | (7,64.62,-71.57) |
Answer» E. | |
580. |
The volume of a parallelepiped in Cartesian is |
A. | dv = dx dy dz |
B. | dv = dx dy |
C. | dv = dy dz |
D. | dv = dx dz |
Answer» B. dv = dx dy | |
581. |
The scalar factor of Cartesian system is unity. State True/False. |
A. | true |
B. | false |
Answer» B. false | |
582. |
The Cartesian system is also called as |
A. | circular coordinate system |
B. | rectangular coordinate system |
C. | spherical coordinate system |
D. | space coordinate system |
Answer» C. spherical coordinate system | |
583. |
When a vector is irrotational, which condition holds good? |
A. | stoke’s theorem gives non-zero value |
B. | stoke’s theorem gives zero value |
C. | divergence theorem is invalid |
D. | divergence theorem is valid |
Answer» C. divergence theorem is invalid | |
584. |
A field has zero divergence and it has curls. The field is said to be |
A. | divergent, rotational |
B. | solenoidal, rotational |
C. | solenoidal, irrotational |
D. | divergent, irrotational |
Answer» C. solenoidal, irrotational | |
585. |
The magnetic field intensity is said to be |
A. | divergent |
B. | curl free |
C. | solenoidal |
D. | rotational |
Answer» D. rotational | |
586. |
A vector is said to be solenoidal when its |
A. | divergence is zero |
B. | divergence is unity |
C. | curl is zero |
D. | curl is unity |
Answer» B. divergence is unity | |
587. |
Identify the correct vector identity. |
A. | i . i = j . j = k . k = 0 |
B. | i x j = j x k = k x i = 1 |
C. | div (u x v) = v . curl(u) – u . curl(v) |
D. | i . j = j . k = k . i = 1 |
Answer» D. i . j = j . k = k . i = 1 | |
588. |
The curl of gradient of a vector is non-zero. State True or False. |
A. | true |
B. | false |
Answer» C. | |
589. |
The divergence of curl of a vector is zero. State True or False. |
A. | true |
B. | false |
Answer» B. false | |
590. |
The Laplacian operator is actually |
A. | grad(div v) |
B. | div(grad v) |
C. | curl(div v) |
D. | div(curl v) |
Answer» C. curl(div v) | |
591. |
The relation between vector potential and field strength is given by |
A. | gradient |
B. | divergence |
C. | curl |
D. | del operator |
Answer» B. divergence | |
592. |
The del operator is called as |
A. | gradient |
B. | curl |
C. | divergence |
D. | vector differential operator |
Answer» E. | |
593. |
Find the projection of A on B. Given A = 10j + 3k and B = 4j + 5k. |
A. | 6 |
B. | 6.25 |
C. | 6.5 |
D. | 6.75 |
Answer» C. 6.5 | |
594. |
Distance and position vectors rely on field strength. State True/False. |
A. | true |
B. | false |
Answer» B. false | |
595. |
The distance vector can be used to compute which of the following? |
A. | dot product |
B. | cross product |
C. | unit normal vector |
D. | area |
Answer» D. area | |
596. |
The work-electric field relation is given by |
A. | volume integral |
B. | surface integral |
C. | line integral |
D. | relation impossible |
Answer» D. relation impossible | |
597. |
The polar form of Cartesian coordinates is |
A. | circular coordinates |
B. | spherical coordinates |
C. | cartesian coordinates |
D. | space coordinates |
Answer» B. spherical coordinates | |
598. |
Find a vector normal to a plane consisting of points p1(0,1,0), p2(1,0,1) and p3(0,0,1) |
A. | –j – k |
B. | –i – j |
C. | –i – k |
D. | –i – j – k |
Answer» B. –i – j | |
599. |
The unit vector to the points p1(0,1,0), p2(1,0,1), p3(0,0,1) is |
A. | (-j – k)/1.414 |
B. | (-i – k)/1.414 |
C. | (-i – j)/1.414 |
D. | (-i – j – k)/1.414 |
Answer» B. (-i – k)/1.414 | |
600. |
The distance vector is obtained in |
A. | cartesian coordinate system |
B. | spherical coordinate system |
C. | circular coordinate system |
D. | space coordinate system |
Answer» E. | |