Class XI-XII Tuition (PUC)

Class XI-XII Tuition (PUC)

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Class XI-XII Tuition (PUC) Lessons

Solution to a integration problem
∫ 1/(1 - e× ) dx  Let's add and subtract e× in the numerator = ∫ {( 1 - e× )  + e× } / (1 - e× ) dx  = ∫ [ { (1 - e× ) / ( 1 - e×...
Solution to a integration problem
∫ x² /( x - 1) dx  Let's subtract and add 1 to the numerator = ∫ {( x² - 1) + 1} / ( x - 1 ) dx  = ∫ {( x + 1) • ( x - 1) / ( x - 1)} + {1 / ( x - 1)}  dx  = ∫...
Solution to a trigonometric problem requested by one student
∫ sin 4x cos 2x dx       as we don't have any ready made formulae for product of function in integration, let's split it into sum or difference. sin A cos B = 1/2 {sin (A + B ) + sin...

Trending Discussions


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Vasudevan Victory | 2 days ago

Speed is a scalar quantity and velocity is a vector quantity which has both magnitude and direction for example in a circular path if you are travelling 40 km/hr your velocity changes continuously and speed remains same.


Heena Kathuria | 1 day ago

The difference between speed and velocity is speed is scalar quantity and velocity is vector quantity. Speed can never be zero and velocity is zero when when an initial and final positions are same. For example a body first runs a distance of 200 metres in 100 seconds in going from her home to school in the north direction and the runs a distance of 200 metres again in 100 seconds in the reverse direction from the school to reach back home from where she started. In this case the total distance travelled is 400 metres and the total time taken is 200 seconds. thus speed of girl is 2 m/s. and velocity of girl is 0 m/s.


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Shubham Gupta | 10 Jan

Matrix is a rectangular array of numbers, symbols, etc arranged in rows and columns.

Veer Verma | 3 days ago

A set of numbers which represent row and column.

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Jaganshyam Kusuma | 08 Jan

That depends on your experience, ability to impress student. Contact your nearby teachers check how much they are charging. If you charge more then you should know how and why you are different from other teachers.

Vasudevan Victory | 2 days ago

Depends may be Rs. 3000 for individual coaching.


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Vrinda Anand | 1 day ago

Which satisfy particular symmetry relations, with respect to taking additive inverses. They are important in many areas of mathematical analysis, especially the theory of power series and Fourier series. They are named for the parity of the powers of the power functions which satisfy each condition: the function f(x) = xn is an even function if n is an even integer, and it is an odd function if n is an odd integer.


Heena Kathuria | 1 day ago

If we define a function f (x) where x is integer , if f (x) = f (- x) it means function is symmetric and if f ( x ) = - f (- x) it means function is anti- symmetric. Symmetric functions are even and anti-symmetric functions are odd.

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Kajal Kaswan | 1 day ago

Try to learn for knowledge instead of marks. When you start studying for knowledge study becomes fun in itself. You feel more confident and you will end up generating interest in studies.

Kanupriya Mittal | 8 hrs ago

Science and Maths is fun, try to learn fundamentals and concepts rather then try to just solving the questions. Relate them to things in everyday life and see your interest will start to develop in the subjects.

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