Q-1: Choose the correct answer:1. These substations are usually near consumers are.a) Stepdown PSSb) Step-up PSSc) Isolating PSSd) Distribution PSSe) PFC SSf) None of above2. Ionization coefficients a, y are functions ofa) Ratio of electric field to pressureb) Applied voltagec) Pressure and temperatured) Electric fielde) All of abovef) None of above3. A negative ion gives up its extra electron is:a) photo ionizationb) simple collision ionizationc) Electron detachmentd) Electron Attachmente) Thermal ionizationf) None of above4. The electric field E, in a gas bubble immersed in a liquid of permittivity ɛ isgiven by:а) Еb3€1 Eo2€1+€1E1b) Eb2€1+12Eс) Еb1.4\R€2.p3(81-E2) E.dEd) Е, —E1-2ɛ23€1dxe) E,€1+2f) None of above

Answered: 1. These substations are usually near…

Introductory Circuit Analysis (13th Edition)

13th Edition

ISBN:9780133923605

Author:Robert L. Boylestad

Publisher:Robert L. Boylestad

Chapter1: Introduction

Section: Chapter Questions

Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...

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Related questions

Question

Q-1: Choose the correct answer:
1. These substations are usually near consumers are.
a) Stepdown PSS
b) Step-up PSS
c) Isolating PSS
d) Distribution PSS
e) PFC SS
f) None of above
2. Ionization coefficients a, y are functions of
a) Ratio of electric field to pressure
b) Applied voltage
c) Pressure and temperature
d) Electric field
e) All of above
f) None of above
3. A negative ion gives up its extra electron is:
a) photo ionization
b) simple collision ionization
c) Electron detachment
d) Electron Attachment
e) Thermal ionization
f) None of above
4. The electric field E, in a gas bubble immersed in a liquid of permittivity ɛ is
given by:
а) Еb
3€1 Eo
2€1+€1
E1
b) Eb
2€1+1
2
E
с) Еb
1.4
\R€2.
p3(81-E2) E.
dE
d) Е, —
E1-2ɛ2
3€1
dx
e) E,
€1+2
f) None of above

Expert Solution

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Because electrical power cannot be stored, the power station must create electricity as and when it is needed to fulfill the demands of the customers. On the one hand, the power engineer wants the alternators in the power plant to work at their rated capacity for optimum efficiency, but on the other hand, customer needs vary greatly. As a result, the design of a power plant is extremely difficult.