State & Proof of Fundamental Theorem of Arithmetic || Number Theory B.A./B.Sc 1st year maths

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State & Proof of Fundamental Theorem of Arithmetic || Number Theory B.A./B.Sc 1st year maths
Fundamental theorem of arithmetic | Standard/Canonical form | Number theory & Trigonometry

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Chapter 1st Divisibility Number Theory.
Definition of Divisibility.
Definition of Unit Numbers.
Definition of Prime Number.
Definition of Composite Number.
Definition of Perfect Number.
Definition of co-prime or Relatively prime.
Least Common Multiple and Greatest Common Divisor.
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Matrix Chapter-1|Adjoint & Inverse of Matrix
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Matrix Chapter 2 | RANK OF MATRICES
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Matrix Chapter 4 | Matrices Chapter-4 | Application of Matrices to a system of Linear Equation
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Matrices Chapter 5 Orthogonal & Unitary Matrix
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Matrix Chapter 6 | BILINEAR AND QUADRATIC FORMS
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Matrices Chapter 7 | Roots and Coefficients of an equation
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Algebra Chapter 9 Ferrari's method B. A. /B. Sc 1st
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Algebra Chapter 10 Descarte's Rule of Sign B. A. /B. Sc 1st
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Calculus Chapter 1 | Limit, Continuity and Drivability
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Calculus Chaper-5 | Curvature
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Calculus Chapter 6 nature of curve singular point
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Calculus Chapter-8 Reduction Formula | B.A./B.Sc 1st year maths |
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Calculus Chapter 9 Rectification Math B. A. and B. Sc 1st Year.
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Calculus Unit-4 Double Integral & Area By Double Integration | Multiple Integral
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#Mathanalysis #durgeshmam #BAmath #Bscmath #Exercise_1_3 #Chapter1st #Important_theorems
#Divison_Algorithm #GCD #LCM #Common_divisor

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