Solved MCQ on Differential Calculus | Limit | continuity | Differentiation | BSc Math Exam | SGBAU
Автор: Akshay Jenekar
Загружено: 2022-01-30
Просмотров: 6167
Описание:
In this video lecture, theory and solved Multiple Choice Questions (MCQ) on Differential Calculus have been discussed in HINDI.
Limit of a function, Continuity of a function, Types of discontinuity, Derivatives, Successve differentiation.
Must watch before any university exam or any MCQ type Exam. Very helpful and easily explained for BSc First year students(B.Sc. Semester II) Sant Gadge Baba Amravati University (SGBAU), Amravati, RTMNU, Nagpur, Gondwana University, GU Exam, YCMOU, BSc Exam. Also, helpful for Maharashtra SET Mathematics and IIT-JAM Mathematics Examination.
BSc Semester-I
Differential and Integral calculus
Unit-1 : Limit, Continuity and differentiabilty
For directly watching Particular Topic, click on following topic wise timing:
Timestamps:🕙
00:26 :- Definition of Limit of a function
02:22 :- Important theorems on limit
04:22 :- Definition of Continuity
05:36 :- Types of discontinuities
06:50 :- MCQ on limit and continuity
19:04 :- Differentiation of a function
22:06 :- MCQ on Derivatives of function
23:32 :- MCQ on successive Differentiation
In this video, the definition of the Limit of a function, Left-hand limit, right-hand limit, continuity of a function, Examples of continuous functions, Types of discontinuities, simple discontinuity, removable discontinuity, differentiation, finding successive derivatives, and then MCQ on it are solved. Also, important results on limits of function and its continuity are explained. If a function is differentiable at a point, then it is continuous at that point. but converse need not be true.
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Important Solved MCQ on Differential Calculus
Limit and continuity of a function
Solved MCQ for BSc sem-1 , Solved MCQ for Differential calculus Solved MCQ mathematics, Gondwana University, Mathematics Sant Gadge Baba Amravati University, Mathematics RTMNU Nagpur University, YCMOU, Most Important MCQ on limit, Continuity and Differentiation
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