00:37 Introduction and class overview on derivatives and continuity. 01:30 Derivatives understanding boosts performance in advanced calculus topics. 03:20 Understanding differentiability through LH and RH limits. 04:14 Understanding differentiation limits and correcting formulas in derivatives. 05:56 Understanding the properties of the greatest integer function. 06:46 Understanding the greatest integer function and its properties. 08:42 Understanding the Greatest Integer Function and its notation. 09:28 Understanding the Floor Function and its Application in Derivatives. 11:30 Understanding function values with substitution method. 12:24 Understanding limits and properties of greatest integer function. 14:18 Evaluating limits using substitution in derivatives. 15:09 Understanding limits approaching zero in derivatives. 16:55 Live interaction enhances learning in calculus derivatives and continuity. 17:41 Understand critical points and differentiability of the modulus function. 19:21 Deriving values of x using limits and handling absolute functions. 20:09 Understanding differentiability through right-hand derivatives (RHD) using specific formulas. 21:50 Understanding the limit of a function as h approaches zero. 22:38 Understanding the formula for Left-Hand Derivative (LHD). 24:31 Understanding limits and continuity in derivatives. 25:27 Understanding continuity and differentiability of specific functions. 27:17 Understanding the continuity of functions with decimal inputs. 28:07 Understanding the continuity of greatest integer functions. 29:40 Left-hand limit is essential for continuous functions. 30:30 Understanding left-hand and right-hand limits in calculus. 32:19 Understanding the application of limits in calculus problems. 33:06 Key limit formulas essential for continuity and differentiability. 34:56 Numerical problems require shortcuts for efficiency in exams. 35:44 Key techniques for substituting values in derivative problems. 37:25 Discussion on answering a specific continuity question. 38:10 Understanding continuity through limits in functions. 39:53 Understanding continuity through limits and decision-making criteria. 40:46 Understanding limits: Left-hand limit (LHL) and right-hand limit (RHL) equality. 42:18 Understanding limits and continuity in derivatives at x = 0. 43:12 Understand the importance of proper notation in derivatives and limits. 44:59 Exploring continuity and limits in functions. 45:42 Understanding limits involving exponential functions and their indeterminate forms. 47:23 Explaining limits and derivatives using the exponential function. 48:19 Exploring limits as x approaches infinity using exponential functions. 49:58 Understanding discontinuity of a function at x = 0. 50:50 Understanding derivatives through limits using specific examples. 52:22 Understanding continuity in functions and the role of limit values. 53:11 Understanding the application of limits in calculating derivatives. 54:45 Understanding limits using LHL and rationalization techniques. 55:27 Understanding sign changes in rational equations for derivatives. 57:22 Finding limits using right-hand limit and function value. 58:09 Understanding continuity through limits in functions. 59:46 Limit and power simplification in calculus. 1:00:32 Simplifying expressions using identities and powers of 2. 1:02:15 Understanding the concept of limits and identities in derivatives. 1:03:02 Limits lead to the determination of k value in derivatives. 1:04:35 Understanding continuity and the role of k in function values. 1:05:18 Understanding limits in trigonometric derivatives as x approaches 0. 1:07:56 Understanding the formula for limits involving kx². 1:08:50 Deriving limits using formulas and evaluating expressions. 1:10:37 Understanding continuity and differentiability using three key blocks. 1:11:26 Understand limits as h approaches 0 in derivatives. 1:13:35 Understanding limits as h approaches 0 in derivatives. 1:14:28 Understanding the continuity and differentiability concept in derivatives. 1:16:02 Explains the process of evaluating limits with substitutions. 1:17:02 Deriving limits for continuity using right-hand limits. 1:18:50 Discussion on continuity problems and finding function values. 1:19:34 Understanding right-hand limits and calculations in derivatives. 1:21:11 Understanding limits and derivatives in the context of continuity. 1:21:57 Understanding derivatives through algebraic manipulation. 1:23:51 Understanding continuity through left-hand and right-hand limits. 1:24:33 Exploring limits and solving the 0/0 indeterminate form using long division. 1:26:19 Understanding limits and transformations in derivatives. 1:27:14 Simplifying derivatives using limits and identifying equations. 1:28:45 Discussing left-hand limits in derivative calculations. 1:29:48 Understanding derivatives with limits as h approaches zero. 1:31:35 Understanding the differentiation formulas for cubic expressions. 1:32:38 Understanding limits is crucial for solving derivative problems. 1:34:32 Understanding limits and derivatives through bracket manipulation. 1:35:17 Understanding the application of squares in derivatives. 1:36:49 Understanding the values of A and B in derivatives. 1:37:47 Correction of errors in derivative calculations explained step-by-step. 1:39:25 Understanding limits for continuity and differentiability in derivatives. 1:40:12 Understanding limits and continuity in derivatives with examples. 1:42:56 Simplifying square roots and using limits in derivatives. 1:44:18 Solving equations with variable substitutions. 1:45:59 Understanding continuity in functions and its implications. 1:46:44 The function is continuous between 0 and 1. 1:48:48 Discussion on continuity and derivatives in the class. 1:49:33 Understanding redefinition of functions in continuity, specifically the modulus function. 1:51:09 Understanding modular functions and their continuity across different cases. 1:51:50 Understanding Modulus and Its Impact on Negative Values 1:53:38 Understanding continuity of functions and solving modulus problems. 1:54:37 Understanding limits with repeated values at specific points. 1:56:11 Understanding continuity and its relation to derivatives. 1:57:12 Break announced before continuing derivatives discussion. 2:08:52 Introduction to the derivatives session with essential formulas. 2:10:04 Introduction to derivatives with a focus on foundational concepts. 2:11:53 Understanding derivatives and constants in logarithmic functions. 2:13:28 Understanding logarithmic functions and their derivatives is crucial. 2:15:13 Understanding the rules for logarithmic differentiation in derivatives. 2:16:08 Understanding derivatives using logarithmic and normal functions. 2:18:15 Understanding logarithmic differentiation for derivatives. 2:19:02 Understanding derivatives and their basic rules of differentiation. 2:21:01 Understanding derivatives without using logarithms. 2:21:57 Key techniques for solving derivatives and their applications. 2:24:22 Understanding the importance of brackets in derivatives. 2:25:13 Understanding derivatives and their application in differentiability. 2:27:36 Understanding logarithmic differentiation using product rule. 2:28:44 Integration of derivatives and key concepts explained. 2:30:33 Explores the importance of detailed question-solving in derivatives. 2:31:19 Understanding derivatives of power functions and logarithmic functions. 2:33:49 Understanding the function x^x and its derivatives. 2:35:10 Understanding variable power in functions and domain extraction. 2:36:59 Understanding the application of the chain rule in derivatives. 2:37:56 Understanding logarithmic expressions with proper notation. 2:39:39 Exploring the behavior of exponential functions iteratively. 2:40:31 Learning to remove infinity in calculus using logarithmic differentiation. 2:43:49 Discusses important logarithmic problems in derivatives. 2:44:40 Understanding numerical values in derivatives using variables m, n, p, and q. 2:46:13 Understanding properties of logarithmic functions during differentiation. 2:47:34 Understanding the multiplication rules in derivatives. 2:51:02 Understanding derivatives with emphasis on numerator and denominator differentiation. 2:52:28 Exploring logarithmic equations in derivatives and their systematic solutions. 2:53:58 Understanding logarithmic properties in derivatives. 2:54:53 Understanding derivatives through common factors and logarithmic properties. 2:57:10 Understanding derivatives using common factors in expressions. 2:58:29 Simplified method for derivatives using logarithms. 3:00:33 Learn a new method for solving derivatives effectively.
3:01:20 Solving logarithmic derivatives using variable powers. 3:03:18 Concepts of logarithmic derivatives and their calculations. 3:04:16 Derivatives of logarithmic functions using product rule and simplification. 3:06:17 Understanding the role of brackets in derivatives and logarithmic functions. 3:07:21 Understanding the derivative of 1/x using product and quotient rules. 3:09:37 Understanding derivatives through step-by-step differentiation techniques. 3:10:37 Understanding derivatives and logarithmic differentiation techniques. 3:12:21 Understanding derivatives through practical examples. 3:13:19 Explaining logarithmic functions and variable substitution in derivatives. 3:15:12 Understanding the product rule for differentiability in three functions. 3:16:06 Understanding derivatives involving logarithmic functions and brackets. 3:17:53 Understanding logarithmic differentiation methods for derivative problems. 3:18:48 Understanding the differentiation of logarithmic functions. 3:21:34 Understanding when to use logarithms in calculus problems. 3:22:39 Understanding the use of equality symbols in logarithmic expressions. 3:24:35 Understanding derivatives involving logarithmic functions. 3:25:37 Understanding derivatives involving division and applying rules effectively. 3:28:29 Exploring derivatives through integration and parameterization techniques. 3:29:17 Understanding derivatives involving logarithmic and power functions. 3:32:00 Importance of short breaks during long study sessions. 3:39:50 Introduction to the session with high energy and enthusiasm. 3:42:47 Understanding derivatives with respect to common variables in parametric form. 3:43:54 Understanding derivatives and differentiability in parametric forms. 3:49:18 Understanding power rules for derivatives in calculus. 3:50:27 Understanding and solving parametric forms in derivatives. 3:52:36 Understanding derivatives using brackets for safety in calculations. 3:53:59 Understanding double derivatives through single derivatives. 3:57:09 Parametric form and double derivative calculations in detail. 3:59:24 Understanding derivatives through squaring and simplifying expressions. 4:01:34 Understanding second derivatives and their invariance under transformations. 4:03:15 Understanding and solving parametric equations in derivatives. 4:05:32 Understanding derivatives and their application in problems 4:06:22 Key concepts of derivatives and calculations in continuity and differentiability. 4:09:06 Understanding the relationship between functions and their derivatives. 4:09:55 Understanding differentiability through derivative examples. 4:12:19 Implicit functions mix variables x and y. 4:13:04 Understanding implicit differentiation in derivatives. 4:16:17 Simplifying differentiation by manipulating terms for easier calculation. 4:17:22 Understanding derivatives through practical examples and rules. 4:19:15 Understanding derivatives and their calculations with brackets. 4:20:19 Understanding the formula for derivatives and continuity. 4:22:22 Explains the exclusion of constant 'a' from derivatives to simplify calculations. 4:23:15 Understanding the differentiation of trigonometric identities. 4:26:17 Understanding derivatives through proofs and examples. 4:27:53 Understanding differentiation involving exponential functions and logarithms. 4:29:58 Understanding the manipulation of exponential functions in derivatives. 4:31:01 Understanding derivatives of exponential functions. 4:32:52 Understanding the process of solving derivatives with common approaches. 4:33:46 Explores common factors and manipulations in exponentials for derivatives. 4:35:38 Understanding a challenging derivative problem from previous CBSE exams. 4:36:25 Understanding derivatives, continuity, and differentiability concepts. 4:38:33 Explaining value substitutions for derivative calculations. 4:39:58 Exploration of derivatives using a specific mathematical question. 4:42:20 Understanding derivatives through transformations in roots and powers. 4:43:14 Understanding the approach for derivatives using powers and substitution. 4:45:09 Understanding the process of finding derivatives and their relationships. 4:47:29 Explaining the steps for solving derivative questions. 4:49:31 Explains product rule for derivatives in depth. 4:50:22 Understanding multipliers and derivatives in calculus problems. 4:52:14 Understanding derivatives of composite functions and their simplification. 4:53:11 Understanding derivatives using the product and quotient rules. 4:55:23 Understanding derivatives and their properties through complex problems. 4:56:18 Understanding derivatives and their application in logarithmic functions. 4:58:09 Calculating derivatives using LCM techniques. 4:59:02 Explains derivatives with chain rule and product rule application. 5:01:40 Understanding double derivatives and their implications in continuity. 5:02:39 Derivatives and simplification in calculus are made easy with step-by-step methods. 5:04:28 Understanding derivatives using chain rule and properties of exponentials. 5:05:28 Understanding the application of derivatives through example. 5:07:26 Understanding derivatives through practical problem-solving techniques. 5:08:17 Understanding derivatives through repeated differentiation. 5:10:16 Understanding derivatives using double and single derivative substitutions. 5:11:21 Understanding exponential forms and simplification in derivatives. 5:13:28 Understanding derivatives using exponential and polynomial functions. 5:14:17 Solving a complex derivative problem step-by-step. 5:16:14 Derivatives and differentiation rules applied to an equation. 5:17:11 Understanding derivatives and their calculations in a simple manner. 5:19:11 Understanding derivatives using product rule and standard functions. 5:20:11 Understanding derivatives by substituting values for simplification. 5:22:11 Understanding inverse trigonometric functions and their importance across chapters. 5:22:58 Understanding rules for substitution in inverse function problems. 5:24:42 Key trigonometric identities are essential for solving derivatives problems. 5:25:41 Understanding trigonometric identities and transformations in derivatives. 5:27:46 Understanding derivatives with trigonometric functions and their differentiability. 5:28:51 Understanding the transformations in derivatives with power functions. 5:30:52 Understanding domain and range through specific functions. 5:31:42 Understanding derivatives and inverse functions in calculus. 5:33:31 Understanding derivatives with trigonometric identities. 5:34:28 Understanding differentiability and solving related questions. 5:36:27 Understanding derivatives and continuity through application of formulas. 5:37:30 Understanding derivatives in differentiability problems. 5:39:20 Understanding inverse trigonometric functions and their derivatives. 5:40:28 Derivatives involve trigonometric identities for sine and cosine. 5:42:42 Understanding derivatives and differentiability concepts with examples. 5:43:53 Understanding derivatives and inverse trigonometric functions. 5:46:22 Key strategies for solving limits involving square roots. 5:47:24 Understanding LCM and trigonometric identities for derivatives. 5:49:15 Understanding the concept of assigning values in derivatives. 5:50:14 Understanding the application of formulas in derivatives and trigonometric functions. 5:52:25 Understanding derivatives and continuity in calculus. 5:53:14 Differentiability implies continuity in functions.
Such a amazing session of derivative, continuity and differentiability sir.... Thank u so much sir 😊.... This chapter is now fixed in my mind sir !!! Bss ab board exam mein rock krna hai maths ka paper.
this lecture is sooo good and sir this is a reflection of your hardwork..you invest so much time for us students..literally to grateful to have you as our maths teacher❤💫
Best video lecture for ch 5 💯 Thankyou so much sir for investing your time and strength in teaching one of the most important chapters. All the concepts were completely understandable.
00:37 Introduction and class overview on derivatives and continuity.
01:30 Derivatives understanding boosts performance in advanced calculus topics.
03:20 Understanding differentiability through LH and RH limits.
04:14 Understanding differentiation limits and correcting formulas in derivatives.
05:56 Understanding the properties of the greatest integer function.
06:46 Understanding the greatest integer function and its properties.
08:42 Understanding the Greatest Integer Function and its notation.
09:28 Understanding the Floor Function and its Application in Derivatives.
11:30 Understanding function values with substitution method.
12:24 Understanding limits and properties of greatest integer function.
14:18 Evaluating limits using substitution in derivatives.
15:09 Understanding limits approaching zero in derivatives.
16:55 Live interaction enhances learning in calculus derivatives and continuity.
17:41 Understand critical points and differentiability of the modulus function.
19:21 Deriving values of x using limits and handling absolute functions.
20:09 Understanding differentiability through right-hand derivatives (RHD) using specific formulas.
21:50 Understanding the limit of a function as h approaches zero.
22:38 Understanding the formula for Left-Hand Derivative (LHD).
24:31 Understanding limits and continuity in derivatives.
25:27 Understanding continuity and differentiability of specific functions.
27:17 Understanding the continuity of functions with decimal inputs.
28:07 Understanding the continuity of greatest integer functions.
29:40 Left-hand limit is essential for continuous functions.
30:30 Understanding left-hand and right-hand limits in calculus.
32:19 Understanding the application of limits in calculus problems.
33:06 Key limit formulas essential for continuity and differentiability.
34:56 Numerical problems require shortcuts for efficiency in exams.
35:44 Key techniques for substituting values in derivative problems.
37:25 Discussion on answering a specific continuity question.
38:10 Understanding continuity through limits in functions.
39:53 Understanding continuity through limits and decision-making criteria.
40:46 Understanding limits: Left-hand limit (LHL) and right-hand limit (RHL) equality.
42:18 Understanding limits and continuity in derivatives at x = 0.
43:12 Understand the importance of proper notation in derivatives and limits.
44:59 Exploring continuity and limits in functions.
45:42 Understanding limits involving exponential functions and their indeterminate forms.
47:23 Explaining limits and derivatives using the exponential function.
48:19 Exploring limits as x approaches infinity using exponential functions.
49:58 Understanding discontinuity of a function at x = 0.
50:50 Understanding derivatives through limits using specific examples.
52:22 Understanding continuity in functions and the role of limit values.
53:11 Understanding the application of limits in calculating derivatives.
54:45 Understanding limits using LHL and rationalization techniques.
55:27 Understanding sign changes in rational equations for derivatives.
57:22 Finding limits using right-hand limit and function value.
58:09 Understanding continuity through limits in functions.
59:46 Limit and power simplification in calculus.
1:00:32 Simplifying expressions using identities and powers of 2.
1:02:15 Understanding the concept of limits and identities in derivatives.
1:03:02 Limits lead to the determination of k value in derivatives.
1:04:35 Understanding continuity and the role of k in function values.
1:05:18 Understanding limits in trigonometric derivatives as x approaches 0.
1:07:56 Understanding the formula for limits involving kx².
1:08:50 Deriving limits using formulas and evaluating expressions.
1:10:37 Understanding continuity and differentiability using three key blocks.
1:11:26 Understand limits as h approaches 0 in derivatives.
1:13:35 Understanding limits as h approaches 0 in derivatives.
1:14:28 Understanding the continuity and differentiability concept in derivatives.
1:16:02 Explains the process of evaluating limits with substitutions.
1:17:02 Deriving limits for continuity using right-hand limits.
1:18:50 Discussion on continuity problems and finding function values.
1:19:34 Understanding right-hand limits and calculations in derivatives.
1:21:11 Understanding limits and derivatives in the context of continuity.
1:21:57 Understanding derivatives through algebraic manipulation.
1:23:51 Understanding continuity through left-hand and right-hand limits.
1:24:33 Exploring limits and solving the 0/0 indeterminate form using long division.
1:26:19 Understanding limits and transformations in derivatives.
1:27:14 Simplifying derivatives using limits and identifying equations.
1:28:45 Discussing left-hand limits in derivative calculations.
1:29:48 Understanding derivatives with limits as h approaches zero.
1:31:35 Understanding the differentiation formulas for cubic expressions.
1:32:38 Understanding limits is crucial for solving derivative problems.
1:34:32 Understanding limits and derivatives through bracket manipulation.
1:35:17 Understanding the application of squares in derivatives.
1:36:49 Understanding the values of A and B in derivatives.
1:37:47 Correction of errors in derivative calculations explained step-by-step.
1:39:25 Understanding limits for continuity and differentiability in derivatives.
1:40:12 Understanding limits and continuity in derivatives with examples.
1:42:56 Simplifying square roots and using limits in derivatives.
1:44:18 Solving equations with variable substitutions.
1:45:59 Understanding continuity in functions and its implications.
1:46:44 The function is continuous between 0 and 1.
1:48:48 Discussion on continuity and derivatives in the class.
1:49:33 Understanding redefinition of functions in continuity, specifically the modulus function.
1:51:09 Understanding modular functions and their continuity across different cases.
1:51:50 Understanding Modulus and Its Impact on Negative Values
1:53:38 Understanding continuity of functions and solving modulus problems.
1:54:37 Understanding limits with repeated values at specific points.
1:56:11 Understanding continuity and its relation to derivatives.
1:57:12 Break announced before continuing derivatives discussion.
2:08:52 Introduction to the derivatives session with essential formulas.
2:10:04 Introduction to derivatives with a focus on foundational concepts.
2:11:53 Understanding derivatives and constants in logarithmic functions.
2:13:28 Understanding logarithmic functions and their derivatives is crucial.
2:15:13 Understanding the rules for logarithmic differentiation in derivatives.
2:16:08 Understanding derivatives using logarithmic and normal functions.
2:18:15 Understanding logarithmic differentiation for derivatives.
2:19:02 Understanding derivatives and their basic rules of differentiation.
2:21:01 Understanding derivatives without using logarithms.
2:21:57 Key techniques for solving derivatives and their applications.
2:24:22 Understanding the importance of brackets in derivatives.
2:25:13 Understanding derivatives and their application in differentiability.
2:27:36 Understanding logarithmic differentiation using product rule.
2:28:44 Integration of derivatives and key concepts explained.
2:30:33 Explores the importance of detailed question-solving in derivatives.
2:31:19 Understanding derivatives of power functions and logarithmic functions.
2:33:49 Understanding the function x^x and its derivatives.
2:35:10 Understanding variable power in functions and domain extraction.
2:36:59 Understanding the application of the chain rule in derivatives.
2:37:56 Understanding logarithmic expressions with proper notation.
2:39:39 Exploring the behavior of exponential functions iteratively.
2:40:31 Learning to remove infinity in calculus using logarithmic differentiation.
2:43:49 Discusses important logarithmic problems in derivatives.
2:44:40 Understanding numerical values in derivatives using variables m, n, p, and q.
2:46:13 Understanding properties of logarithmic functions during differentiation.
2:47:34 Understanding the multiplication rules in derivatives.
2:51:02 Understanding derivatives with emphasis on numerator and denominator differentiation.
2:52:28 Exploring logarithmic equations in derivatives and their systematic solutions.
2:53:58 Understanding logarithmic properties in derivatives.
2:54:53 Understanding derivatives through common factors and logarithmic properties.
2:57:10 Understanding derivatives using common factors in expressions.
2:58:29 Simplified method for derivatives using logarithms.
3:00:33 Learn a new method for solving derivatives effectively.
3:01:20 Solving logarithmic derivatives using variable powers.
3:03:18 Concepts of logarithmic derivatives and their calculations.
3:04:16 Derivatives of logarithmic functions using product rule and simplification.
3:06:17 Understanding the role of brackets in derivatives and logarithmic functions.
3:07:21 Understanding the derivative of 1/x using product and quotient rules.
3:09:37 Understanding derivatives through step-by-step differentiation techniques.
3:10:37 Understanding derivatives and logarithmic differentiation techniques.
3:12:21 Understanding derivatives through practical examples.
3:13:19 Explaining logarithmic functions and variable substitution in derivatives.
3:15:12 Understanding the product rule for differentiability in three functions.
3:16:06 Understanding derivatives involving logarithmic functions and brackets.
3:17:53 Understanding logarithmic differentiation methods for derivative problems.
3:18:48 Understanding the differentiation of logarithmic functions.
3:21:34 Understanding when to use logarithms in calculus problems.
3:22:39 Understanding the use of equality symbols in logarithmic expressions.
3:24:35 Understanding derivatives involving logarithmic functions.
3:25:37 Understanding derivatives involving division and applying rules effectively.
3:28:29 Exploring derivatives through integration and parameterization techniques.
3:29:17 Understanding derivatives involving logarithmic and power functions.
3:32:00 Importance of short breaks during long study sessions.
3:39:50 Introduction to the session with high energy and enthusiasm.
3:42:47 Understanding derivatives with respect to common variables in parametric form.
3:43:54 Understanding derivatives and differentiability in parametric forms.
3:49:18 Understanding power rules for derivatives in calculus.
3:50:27 Understanding and solving parametric forms in derivatives.
3:52:36 Understanding derivatives using brackets for safety in calculations.
3:53:59 Understanding double derivatives through single derivatives.
3:57:09 Parametric form and double derivative calculations in detail.
3:59:24 Understanding derivatives through squaring and simplifying expressions.
4:01:34 Understanding second derivatives and their invariance under transformations.
4:03:15 Understanding and solving parametric equations in derivatives.
4:05:32 Understanding derivatives and their application in problems
4:06:22 Key concepts of derivatives and calculations in continuity and differentiability.
4:09:06 Understanding the relationship between functions and their derivatives.
4:09:55 Understanding differentiability through derivative examples.
4:12:19 Implicit functions mix variables x and y.
4:13:04 Understanding implicit differentiation in derivatives.
4:16:17 Simplifying differentiation by manipulating terms for easier calculation.
4:17:22 Understanding derivatives through practical examples and rules.
4:19:15 Understanding derivatives and their calculations with brackets.
4:20:19 Understanding the formula for derivatives and continuity.
4:22:22 Explains the exclusion of constant 'a' from derivatives to simplify calculations.
4:23:15 Understanding the differentiation of trigonometric identities.
4:26:17 Understanding derivatives through proofs and examples.
4:27:53 Understanding differentiation involving exponential functions and logarithms.
4:29:58 Understanding the manipulation of exponential functions in derivatives.
4:31:01 Understanding derivatives of exponential functions.
4:32:52 Understanding the process of solving derivatives with common approaches.
4:33:46 Explores common factors and manipulations in exponentials for derivatives.
4:35:38 Understanding a challenging derivative problem from previous CBSE exams.
4:36:25 Understanding derivatives, continuity, and differentiability concepts.
4:38:33 Explaining value substitutions for derivative calculations.
4:39:58 Exploration of derivatives using a specific mathematical question.
4:42:20 Understanding derivatives through transformations in roots and powers.
4:43:14 Understanding the approach for derivatives using powers and substitution.
4:45:09 Understanding the process of finding derivatives and their relationships.
4:47:29 Explaining the steps for solving derivative questions.
4:49:31 Explains product rule for derivatives in depth.
4:50:22 Understanding multipliers and derivatives in calculus problems.
4:52:14 Understanding derivatives of composite functions and their simplification.
4:53:11 Understanding derivatives using the product and quotient rules.
4:55:23 Understanding derivatives and their properties through complex problems.
4:56:18 Understanding derivatives and their application in logarithmic functions.
4:58:09 Calculating derivatives using LCM techniques.
4:59:02 Explains derivatives with chain rule and product rule application.
5:01:40 Understanding double derivatives and their implications in continuity.
5:02:39 Derivatives and simplification in calculus are made easy with step-by-step methods.
5:04:28 Understanding derivatives using chain rule and properties of exponentials.
5:05:28 Understanding the application of derivatives through example.
5:07:26 Understanding derivatives through practical problem-solving techniques.
5:08:17 Understanding derivatives through repeated differentiation.
5:10:16 Understanding derivatives using double and single derivative substitutions.
5:11:21 Understanding exponential forms and simplification in derivatives.
5:13:28 Understanding derivatives using exponential and polynomial functions.
5:14:17 Solving a complex derivative problem step-by-step.
5:16:14 Derivatives and differentiation rules applied to an equation.
5:17:11 Understanding derivatives and their calculations in a simple manner.
5:19:11 Understanding derivatives using product rule and standard functions.
5:20:11 Understanding derivatives by substituting values for simplification.
5:22:11 Understanding inverse trigonometric functions and their importance across chapters.
5:22:58 Understanding rules for substitution in inverse function problems.
5:24:42 Key trigonometric identities are essential for solving derivatives problems.
5:25:41 Understanding trigonometric identities and transformations in derivatives.
5:27:46 Understanding derivatives with trigonometric functions and their differentiability.
5:28:51 Understanding the transformations in derivatives with power functions.
5:30:52 Understanding domain and range through specific functions.
5:31:42 Understanding derivatives and inverse functions in calculus.
5:33:31 Understanding derivatives with trigonometric identities.
5:34:28 Understanding differentiability and solving related questions.
5:36:27 Understanding derivatives and continuity through application of formulas.
5:37:30 Understanding derivatives in differentiability problems.
5:39:20 Understanding inverse trigonometric functions and their derivatives.
5:40:28 Derivatives involve trigonometric identities for sine and cosine.
5:42:42 Understanding derivatives and differentiability concepts with examples.
5:43:53 Understanding derivatives and inverse trigonometric functions.
5:46:22 Key strategies for solving limits involving square roots.
5:47:24 Understanding LCM and trigonometric identities for derivatives.
5:49:15 Understanding the concept of assigning values in derivatives.
5:50:14 Understanding the application of formulas in derivatives and trigonometric functions.
5:52:25 Understanding derivatives and continuity in calculus.
5:53:14 Differentiability implies continuity in functions.
My god...well done bro❤️❤️
Thankyou you bro
Thank you sir for this video all concepts are crystal clear 🙏👌🌞👏🙌 you are the best.
You're most welcome
Best for the revision of ch 5 and really helps in brushing up all the concepts ... Thank you so much for this wonderful session and efforts ❤️
Keep watching🙏🔥
Such a amazing session of derivative, continuity and differentiability sir.... Thank u so much sir 😊.... This chapter is now fixed in my mind sir !!! Bss ab board exam mein rock krna hai maths ka paper.
That’s the spirit! 💪
Sir itni mehnat to shyd hi koi krta hoga jitni aap krte ho apne students ke liye thank you very much sir 🫡🫡 salute
So nice of you 😊❤️🔥🙏
this lecture is sooo good and sir this is a reflection of your hardwork..you invest so much time for us students..literally to grateful to have you as our maths teacher❤💫
So nice of you to say that! ❤️🔥
Best video lecture for ch 5 💯 Thankyou so much sir for investing your time and strength in teaching one of the most important chapters. All the concepts were completely understandable.
You're most welcome! Glad you found it helpful 🔥
Thank you sir for this amazing lecture and Thank you for your efforts 🙏🏻 My concepts are clear NOW 😊
Glad to hear that
Sir I'm watching this for the second time to practice the chapter properly. Thank you sir for your efforts
So nice of you
Lecture was worth it! Truly
Thanks a ton dear ❤️🔥😘
Another lit session dedication on peak..🔥🔥
Glad you enjoyed it!🔥
Thankyou so much sir for such a wonderful lecture....😊
So nice of you to say that 😊
Sir salute almost 6 hour ki video bnane ke liye
Thanks a ton 😊
Had a Nice interactive experience 👍
Thanks for watching! 😊🔥
Thank you so much sir for your support and guidance 🙏🏻
Sir all doubts are clear and again thank you sir for the best class 💗🙏🏻
Thanks a ton dear for watching ❤️🔥
Thankyou sir for this video, pura chapter ache se cover hogya😁
Glad it was helpful! 😊🔥
🇮🇳🇮🇳
Thankyou so much for your efforts sir 🙏🏻
So nice of you to say that 😊🙏
Thankyou so much for your efforts sir , it was damm good video❤️🙏
So nice of you
Thankyou sir , the whole lecture is very helpful and informative!
Grateful for it .
So nice of you
6 hour ki mehnat humare liye
Jay bharat
Jay mathur sir ❤
So nice of you😊🔥❤️
Jo video ko like karega Bhagwan Kasam 95+ laaega or jo share karega 98+ lagega $DON'T TAKE RISK$
Sir superb lecture next konsa ch?
Very soon
sir please integration
Sure
Sir almost 6 hour ki video dekhne ke baad to me bhi shaheed ho gya
Me be like :finally one more chapter completed
Thanks for your hardwork
Thanks a lot buddy 😂😂😂
1:46:17
Jo video ko like nai karega... bhagwan kasam fail ho jaega
😂😂🙏nai nai aisa mat bol...this is wrong...koi fail nai hoga sab pass honge