Rachit Kumar SaxenaManager-Editorial
Differentiation is an important topic, and with integration, forms one of the two parts of calculus. A number of examples are generally used in class to emphasize the importance of differentiation formulae. Since the number of formulae is so large, students need to be trained with every one of the formulae, and a significant number of examples is essential.
Differentiation is among the first concepts a student learns in the calculus branch of mathematics. A number of rules can be handy in solving complex differentiation questions. Here is a list of the main rules that govern differentiation.
What are Primary Differentiation Formulae?
The following are the main differentiation formulae that are generally used in the differentiation of all types of expressions.
Trigonometric DIfferentiation Formulae
Trigonometric expressions have a different set of rules to govern their differentiation. Here is a list of the differentiation formulae for trigonometric functions.
Inverse Trigonometric DIfferentiation Formulae
Inverse trigonometric formulae are generally not utilized widely but can be differentiated using the following set of formulae.
Miscellaneous Formulae
Weightage of Differentiation formulae
Differentiation formulae can be a part of the examination for more than 10 marks in Class XI, in the form of 1, 2, 4, or 6 marks questions. A number of complex questions can be asked on this topic.
Illustrative Examples on Differentiation formulae
FAQs on Differentiation formulae
Q: What are differentiation formulae?
Q: Can differentiation formulae be clubbed in the same question?
Q: What is the chain rule?
Q: What is the quotient rule?
Q: How do you derive a constant multiplied with a function?
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