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EXAM ROUTINE

SEE 2082 ROUTINE PUBLISHED

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The SEE 2082 final examination is starting from Chaitra 19, 2082 as per the National Examination Board (NEB)

DateSubject
Chaitra 19, ThursdayCompulsory English
Chaitra 20, FridayCompulsory Nepali
Chaitra 22, SundayCompulsory Mathematics
Chaitra 23, MondayCompulsory Science
Chaitra 24, TuesdayCompulsory Social Studies
Chaitra 25, WednesdayAll Optional I paper (Optional Math, Accounts, Economics, etc)
Chaitra 26, ThursdayAll Optional II paper (Computer Science, Education, etc)
  • Time: 8:00 AM - 11:00 AM
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New chapterwise social guides for Unit 1 have been uploaded. These include summaries, important points, and solved Q&A.

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📢 EXAM ROUTINE: SEE 2082 ROUTINE PUBLISHED
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Class 12 Basic math Unit 1 Algebra Chapter 3 Complex Number Complete Manual PDF

1 week ago
PS
Prem Shrestha
Calculating...

Key Takeaways

Preparing for Class 12 Boards? This resource on Class 12 Basic math Unit 1 Algebra Chapter 3 Complex Number Complete Manual PDF includes PDF notes, past questions, and solutions. Updated for the 2081/2082 NEB syllabus, it covers all essential concepts in basic_math_manual to help you excel.

Unit 1: Algebra – Complex Numbers Complete Manual

This manual introduces the concept of complex numbers, their properties, and applications. It provides step-by-step solutions to exercises, making abstract ideas like imaginary units and polar forms easier to understand for Class 12 NEB Basic Mathematics students.

Key Topics

  • Definition of complex numbers (a + ib form)
  • Real and imaginary parts
  • Equality of complex numbers
  • Addition, subtraction, multiplication, and division
  • Conjugates and modulus
  • Polar representation of complex numbers
  • De Moivre’s theorem and applications
  • Roots of complex numbers

Exercise Highlights

  • Basic operations on complex numbers
  • Finding conjugates and modulus of given numbers
  • Expressing complex numbers in polar form
  • Using De Moivre’s theorem to expand powers
  • Solving equations involving complex roots
  • Applications in trigonometric identities

Benefits of This Manual

  • Provides clear explanations of fundamental concepts
  • Step-by-step solutions for exam-oriented practice
  • Helps students master polar representation and De Moivre’s theorem
  • Prepares learners for board exams and higher studies in mathematics

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