Jain Online LMS
Mathematics ( Group theory Part II Series of Real Numbers Laplace Transforms )
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Syllabus-PAPER VII MATHEMATICS
Unit I - SERIES OF REAL NUMBERS
Module 1 - Series Of Real Numbers
Video - Series of Positive and Negative Terms
Video - Conditionally Convergent Part - I
Video - Conditionally Convergent Part - II
Video - Leibnitz Theorem - I
Video - Leibnitz Theorem - II
Module - 1 - Self Assessment Quiz
Unit II - SERIES OF REAL NUMBERS CONTINUED
Module 2 - Series Of Real Numbers Continued
Video - Binomial Series
Video - Binomial Theorem
Video - Example Binomial Theorem - Part 1
Video - Example Binomial Theorem - Part 2
Video - Example Binomial Theorem - Part 3
Video - Logarithms - Part 1
Video - Logarithms - Part 2
Video - Logarithms - Part 3
Video - Logarithms - Part 4
Video - Logarithms - Part 5
Module - 2 - Self Assessment Quiz
Unit III - GROUP THEORY
Module 3 - Group theory
Video - Homomorphism's and Normal Subgroups Part 1
Video - Homomorphism's and Normal Subgroups Part 2
Video - The Isomorphism Theorems
Video - Cyclic Groups
Module - 3 - Self Assessment Quiz
Unit IV - GROUP THEORY CONTINUED
Module 4 - Group Theory Continued
Video - Isomorphism Theorem
Video - Group of Automorphism of G
Video - Cayley’s theorem
Video - Symmetric Groups Sn And Transformation Group
Module 4 - self Assessment Quiz
Unit V - LAPLACE TRANSFORMS
Module 5 - Laplace Tranforms
Videos - LAPLACE TRANSFORMS 1
Videos - LAPLACE TRANSFORMS 2
Videos - LAPLACE TRANSFORMS 3
Videos - Linear differential 1
Videos - Linear differential 2
Videos - Linear differential 3
Videos - Linear differential 4
Videos - Linear differential 5
Videos - Linear differential 6
Videos - Linear differential 7
Module - 5 - Self Assessment Quiz
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PDF - Differential Equations I
PDF - Calculus
PDF - Calculus, Class Notes
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Assignments - September 2023 Academic Session
Assignment I - MCQ - Mathematics ( Group theory Part II Series of Real Numbers Laplace Transforms )
Assignment II - MCQ - Mathematics ( Group theory Part II Series of Real Numbers Laplace Transforms )
Assignment III - MCQ - Mathematics ( Group theory Part II Series of Real Numbers Laplace Transforms )
TERM END EXAMINATIONS - January 2024
Mathematics ( Group theory Part II Series of Real Numbers Laplace Transforms ) TEE- Jan 2024 On 8th Jan , 2024 @2.30 pm to 4.30 pm
Assignments Feb 2024-( Backlogs Jan 2019 to Jan 2022 Batches )(Online Exams )
Assignments - Feb 2024 Academic Session ( Jan 2021 batch)
Assignment - MCQ I - Mathematics ( Group theory Part II Series of Real Numbers Laplace Transforms ) - Feb 2024
Assignment - MCQ II - Mathematics ( Group theory Part II Series of Real Numbers Laplace Transforms ) - Feb 2024
Assignment - MCQ III - Mathematics ( Group theory Part II Series of Real Numbers Laplace Transforms ) - Feb 2024
Term End Examination - July 2024
Assignments October 2024 Academic Session - July 2022 Batch Only
Mathematics ( Group theory Part II Series of Real Numbers Laplace Transforms ) - MCQ I - Oct 2024
Mathematics ( Group theory Part II Series of Real Numbers Laplace Transforms ) - MCQ II - Oct 2024
Mathematics ( Group theory Part II Series of Real Numbers Laplace Transforms ) - MCQ III - Oct 2024
Term End Examination - January 2025
GROUP THEORY PART II SERIES OF REAL NUMBERS- JAN 2025 On - 03 JAN 2025 @ 02.00 PM to 05.15 PM
Assignments - November 2024 - Academic Session (JUL 2024 Batch) only
Mathematics ( Group theory Part II Series of Real Numbers Laplace Transforms ) - MCQ I - NOV 2024
Mathematics ( Group theory Part II Series of Real Numbers Laplace Transforms ) - MCQ II - NOV 2024
Mathematics ( Group theory Part II Series of Real Numbers Laplace Transforms ) - MCQ III - NOV 2024
Assignments May 2025 Academic Session -July 2023 Batch & Backlog
Mathematics ( Group theory Part II Series of Real Numbers Laplace Transforms ) - MCQ I - May 2025
Mathematics ( Group theory Part II Series of Real Numbers Laplace Transforms ) - MCQ II- May 2025
Mathematics ( Group theory Part II Series of Real Numbers Laplace Transforms ) - MCQ III - May 2025
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Mathematics ( Group theory Part II Series of Real Numbers Laplace Transforms )