Cbse class 10 mathematics. (Basics to Advance)

BY
Udemy

Learn the basic as well as sophisticated principles and techniques associated with the topics of mathematics to pass the CBSE class 10 board examination.

Mode

Online

Fees

₹ 455 3499

Quick Facts

particular details
Medium of instructions English
Mode of learning Self study
Mode of Delivery Video and Text Based

Course overview

CBSE class 10 mathematics. (Basics to Advanced) online certification is created by Syed Mutahir Mohiuddin Enthusiastic & certified Math Teacher, which is presented by Udemy and is aimed at learners who seek to enhance their knowledge about the basic and advanced principles of class 10 mathematics. CBSE class 10 mathematics. (Basics to Advanced) an online course by Udemy teaches students about several types of NCERT problems that they must solve ahead of time and check with their responses.

CBSE class 10 mathematics. (Basics to Advance) online classes provide more than 35.5 hours of extensive learning resources, with the ability to shift a negative attitude toward mathematics to a constructive one. This lesson in this course works extremely productively and efficiently when the learners maintain notes of the topics taught including polynomials, real numbers, trigonometry, circles, probability, triangles, linear equations, quadratic equations, arithmetic progression, statistics, coordinate geometry, construction, and more.

The highlights

  • Certificate of completion
  • Self-paced course
  • 35.5 hours of pre-recorded video content
  • Learning resources

Program offerings

  • Online course
  • Learning resources. 30-day money-back guarantee
  • Unlimited access
  • Accessible on mobile devices and tv

Course and certificate fees

Fees information
₹ 455  ₹3,499
certificate availability

Yes

certificate providing authority

Udemy

Who it is for

What you will learn

Mathematical skill

After completing the Cbse class 10 mathematics. (Basics to Advanced) the certification course, learners will acquire a comprehension of the fundamentals of mathematics in the CBSE board.  Learners will explore a variety of tips and tactics for improving their mathematics abilities to pass the CBSE board exams. Learners will study various concepts of mathematics like real numbers, polynomials, linear equations, quadratic equations, probability, circles, triangles, trigonometry, construction, statistics, surface area, area, volume, and arithmetic progression, and coordinate geometry. Learners will also learn about the concepts of trigonometry applications.

The syllabus

Real numbers

  • Real numbers
  • Euclids division lemma and problems on it complete
  • Finding HCF prime-factorization method
  • Decimal expansion of rational and irrational number with ncert solutions
  • Without actually dividing finding the decimal expansion of rational number
  • Proving irrational number to be irrational number

Polynomials

  • Introduction to polynomials
  • zeroes of the polynomials (relations ship b/w zeroes and coefficient)
  • Polynomial division

Pair of Linear equation and two variable

  • Introduction and pre requisite of Pair of linear equation in two variables
  • continuation of Introduction with more concepts
  • substitution method and elimination method
  • Solving by cross multiplication method
  • Graphical method and some problems of reducible form
  • Some Problems on reducaible form of equation
  • Some very important model questions
  • Secrets of solving Word problems of pair of linear equation
  • word problems list no1
  • word problems list no 2

Quadratic equations

  • Introduction of quadratic equation and pre- requisite
  • solving by factorization method
  • Some more problems on factorization method
  • Nature of the roots
  • Solving by quadratic formula and completing square method
  • deciding factor which method to solve quadratic equation
  • Secrets of solving word problems of quadratic equations
  • Word problem example problems
  • Word problems exercise problems
  • Word problems exercise conti....

Coordinate geometry

  • Introduction
  • Introduction and understanding concepts
  • Examples problems on distance formulas
  • exercise problems on distance formulas
  • Examples problems on section formula and mid point formula
  • ncert exercise on section formula and midpoint formula
  • area of the triangle if the three vertices given example and exercise problems
  • Exercie problems on area related to triangle and worksheet

Arithmetic progression

  • Introduction and understanding concepts
  • Introduction and understanding the formula nth term of AP
  • Example problems on nth term of the AP
  • Exercise problems on nth term of the AP
  • Understanding Sum of n terms of the AP
  • Example problems on sum of n terms of the AP
  • Exercise problems on sum of n terms of the AP
  • Continuation of exercise problems on Sum of n terms of the AP
  • Word problems on sum of n terms of AP

Probability

  • Introduction
  • Example problems
  • Exercise problems

Circles

  • Introduction and theorems
  • Example problems on circles
  • Exercise problems on circles
  • continuation of the exercise problems of circles

Trigonometry

  • Pre requisite of trigonometric (recommended for those having low basics)
  • Trigonometric ratios
  • Some more problems on the trigonometric ratios
  • Trigonometric ratios for some standard angles
  • Trigonometric ratios for some complementary angles
  • Trigonometry identities lecture 1
  • Trigonometry identities lecture 2
  • Trigonometry identities lecture 3

Application of trigonometry

  • Introduction
  • exercise problems on application of trigonometry
  • Exercise problems continuation and some more problems

Statistics

  • Introduction and understanding concepts
  • Formulas of mean, median and mode
  • Problems on mean, median, and mode

Surface areas and Volumes

  • Introduction to solids and CSA, TSA, and Volume of different solids
  • Combination of solids and there TSA and volumes
  • Example problems on Surface areas of combination solids
  • Exercise 13.1 or first exercise of surface areas and volumes
  • Surface areas and volumes example problems and exercise 13.2
  • continuation of exercise 13.2 More problems volumes
  • Conversion of one solid to other shape example and exercise problems of 13.3

Areas related to circles

  • Areas and perimeter of circles example and exercise problems
  • Understanding the areas related to areas of sectors and segments of the circles
  • example problems on the areas related to sectors and segments
  • Exercise problems on the sectors and segments
  • example problems on areas of shaded region
  • Exercise problems on the finding the areas of the shaded region.

Triangles (Similar triangles)

  • Pre triangles ( very important lecture if week in triangles basics)
  • Introduction and exercise 6.1
  • Basic Proportionality theorem with proof
  • Converse of basic proportionality theorem with proof
  • Exercise 6.2 on BPT and CBPT
  • Understanding similarity criterion's (AAA, AA, SAS, SSS) and example problems
  • Exercise on similarity criterion's
  • Theorem of areas of two similar triangles
  • example problems on the areas and of similar triangles
  • Exercise problems on the areas of similar triangles 6.4
  • Proofs of Pythagoras theorem and converse also theorem of right angle triangle
  • Example problems on Pythagoras theorem and converse of Pythagoras theorem
  • Exercise on Pythagoras theorem 6.5

Construction

  • Complete Construction 11.1 and 11.2 (simalr triangles and tangents to circle)

Instructors

Mr Syed Mutahir Mohiudd

Mr Syed Mutahir Mohiudd
Maths Coach
Freelancer

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