The integration of the greatest integer function, often denoted as [x], where x is a real number, can be a bit tricky because the function is not continuous. The greatest integer function returns the largest integer less than or equal to x. For example,[1.2] = 1[-1.1] = -2[4.5]=4[.5]=0[-.2]=-1[2]=2 Integration of greatest integer function To integrate […]
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Integrating trigonometric functions often involves using various integration techniques, including basic integration formulas, substitution, integration by parts, and trigonometric identities. Here’s a brief overview of some common integrals of trigonometric functions: Basic Trigonometric Integrals Integrals of Tangent and Cotangent This can be solved using Integration by substitution (I) \[\int \cot(x) \, dx = \int \frac
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Integration of cot x can be found using various integration technique like integration by substitution along with trigonometric identities. The formula for integration of cot x is \[\int \cot(x) \, dx = \ln |sin(x)| + C\] Proof of the Integration of cot x Integration of cot x can be solved using integration by substitution as
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(1) which is the best book to understand the fundamentals of Physics? Answer: I think NCERT book should be studied first.It is a very good books with the all fundamentals.Study it two three times,so that you got all the concepts.Then you can go for HC Verma which is a good book.Some more booksNCERT Physics:It is
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Number 48 is a composite number and we will find how to find the factors of 48. We will also see techniques to find out the Prime factorisation of 48 easily Factors of 48 A factor of a number is an exact divisor of that number. So factors of 48 are the numbers which are
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Here is the list of Class 12 differentiation formulas to remember to score well in your Class 12 Mathematics Board examination. The formula list include the continuity condition ,Differentiability condition, inverse trigonometric function, Logarithm function, exponential function. This also includes the rules for finding the derivative of various composite function using chain rule, Logarithmic Differentiation.
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CBSE has announced that that Practical Exam for Class 10 and class 12 will be done from 1 Jan 2024 to 15 Feb 2024. There are couple of notification release by CBSE Board in this regard. Students are advised to check those on the CBSE side Bifurcation of MarksGuidelines for Practicals General Take Aways for
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The differentiation of (\sin(x)) with respect to (x) is a fundamental concept in calculus. The derivative of (\sin(x)) is given by: \[\frac{d}{dx}(\sin(x)) = \cos(x).\] This result is derived from the limit definition of the derivative and is a key part of the differentiation rules for trigonometric functions. The cosine function, $\cos(x)$, represents the rate of
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