Download COMPLEX NUMBER-FORMULA BOOK APK latest version Free for Android
Version | 0.1 |
Update | 6 years ago |
Size | 20.45 MB (21,441,023 bytes) |
Developer | Learn with Quiz |
Category | Apps, Education |
Package Name | com.wCOMPLEXNUMBERFORMULABOOK_4898525 |
OS | 2.3 and up |
COMPLEX NUMBER-FORMULA BOOK APPLICATION description
Complex Number Interactive e-Book for IIT-JEE & other Competitive Exams.
Board: CBSE, GSEB, ICSE, ISC, International Board, Cambridge
Class: 11th - 12th Students, Engineering Students and Medical Students.
Maths (AIEEE, IIT-JEE Main) Complex Number Interactive e-Book Education application
Topic:
Basic Concepts of Complex Number
Real and Imaginary Parts of a Complex Number
Algebraic Operations with Complex Numbers
Properties of algebraic operations on complex numbers
Equality of Two Complex Numbers
Conjugate of a complex number
Modulus of a Complex Number
Properties of Modulus
Argument of a Complex Number
Square Root of a Complex Number
Various Representations of a Complex Number
Logarithm of a Complex Number
Use of Complex numbers in Co-ordinate Geometry
Rotation Theorem
Triangle Inequalities
Standard loci in the Argand Plane
De' Moivre's Theorem
Summation of series ‘C + is’ Method
Roots of a Complex Number
Points at a Glance
Board: CBSE, GSEB, ICSE, ISC, International Board, Cambridge
Class: 11th - 12th Students, Engineering Students and Medical Students.
Maths (AIEEE, IIT-JEE Main) Complex Number Interactive e-Book Education application
Topic:
Basic Concepts of Complex Number
Real and Imaginary Parts of a Complex Number
Algebraic Operations with Complex Numbers
Properties of algebraic operations on complex numbers
Equality of Two Complex Numbers
Conjugate of a complex number
Modulus of a Complex Number
Properties of Modulus
Argument of a Complex Number
Square Root of a Complex Number
Various Representations of a Complex Number
Logarithm of a Complex Number
Use of Complex numbers in Co-ordinate Geometry
Rotation Theorem
Triangle Inequalities
Standard loci in the Argand Plane
De' Moivre's Theorem
Summation of series ‘C + is’ Method
Roots of a Complex Number
Points at a Glance
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