The active and lagging reactive components of current taken by an AC circuit from a 200 V supply are 40A and 30A, respectively. What is the value of admittance of the circuit?

This question was previously asked in
SSC JE Electrical 16 Nov 2022 Shift 3 Official Paper
View all SSC JE EE Papers >
  1. 0.13 S
  2. 0.52 S
  3. 0.31 S
  4. 0.25 S

Answer (Detailed Solution Below)

Option 4 : 0.25 S
Free
RRB JE CBT I Full Test - 23
14.3 K Users
100 Questions 100 Marks 90 Mins

Detailed Solution

Download Solution PDF

The correct answer is option 4):(0.25 S)

Concept:

The active and reactive component IA,IR then current will e

I = \( \sqrt{I_A^2+I_R^2} \) A

The admittance Value is inverse of resistance

Y  = \(I \over V\) ...S

Calculation:

Given

V = 200 V

IA = 40 A

IR = 30 A

I = \( \sqrt{I_A^2+I_R^2} \) A

\( \sqrt{1600+ 900}\)

= 50

Y  = \(I \over V\) S

\(50 \over 200\)

= 0.25 S

Latest SSC JE EE Updates

Last updated on Jun 16, 2025

-> SSC JE Electrical 2025 Notification will be released on June 30 for the post of Junior Engineer Electrical/ Electrical & Mechanical.

-> Applicants can fill out the SSC JE application form 2025 for Electrical Engineering from June 30 to July 21.

-> SSC JE EE 2025 paper 1 exam will be conducted from October 27 to 31. 

-> Candidates with a degree/diploma in engineering are eligible for this post.

-> The selection process includes Paper I and Paper II online exams, followed by document verification.

-> Prepare for the exam using SSC JE EE Previous Year Papers.

Get Free Access Now
Hot Links: teen patti real cash withdrawal online teen patti real money teen patti all teen patti customer care number