total portion for emcet 2021 maths

Hello Aspirantth

This is the reduced syllabus of EAMCET 2021 for maths

Algebra

Trigonometry

Vector Algebra

Probability

Calculus

Coordinate

Geometry

. Complex Numbers

These tooics are removed from EAMCET 2021syllabus of maths

1.3 : Modulus and amplitudes of complex number-illustrations.



1.4 : Geometrical and polar representation of a complex number in argand plane argand diagram.



2.Demoviers Theorem

Exercise 2(b) section II and section III.



3. Quadratic expressions

3.3 Quadratic inequalities.



5. Permutations and Combinations

5.3: Permutations when repetitions are allowed. 5.4: Circular permutations.



5.4: Circular permutations.

5.5: Permutations with constraint repetitions. Exercise 5(e) Section III.



6. Binomial Theorem

Exercise 6(a) Section II 5th problem onwards and related examples. Exercise 6(b) Section II and related examples.



Exercise 6(c).

7. Partial FractionsExercise 7(d).

8. Measures of Dispersion


8.2.2 Mean Deviation for grouped data.


Exercise 8(a) Section I Problem 3 onwards



8.3 Variance and standard deviation of un grouped / grouped data.



8.4 Coefficient of Variation and analysis of frequency distributions with equal means but different variances.


9. Probability

9.3.9 Bayes Theorem and problems on Bayes theorem.



3. Parabola

3.2: Equation of tangent and normal at a point on the parabola.


4. Ellipse4.2: Equation of tangent and normal at a point on the ellipse.


5. Hyperbola5.2: Equation of tangent and normal at a point on the hyperbola Exercise 5(a) Section II onwards and related examples


6. Integration

6.2(b) Integration by parts Integration of exponential, logarithmic and inverse trigonometric functions.


6.3: Integration-partial fraction method. 6.4: Reduction formulae.



7. Definite Integrals

Exercise-7(b) Section II (8 to 15).


7.5 : Reduction formula.


7.6 : Application of definite integrals to areas.



8. Differential Equations8.2(b) Homogeneous Differential Equations. 8.2(c) Non-Homogeneous Differential Equations. 8.2(d) Linear Differential Equations.


For more details click the link below

https://engineering.careers360.com/articles/ts-eamcet-syllabus

Good luck