Polynomials, Coordinate Geometry and Linear Equations
Focused View
Nabanita Mukherjee
23:52:29
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1 - Introduction.mp4
04:40
2 - What is Polynomials.mp4
08:33
3 - Global Positioning System and Coordinate Geometry.mp4
03:04
4 - Euler Line.mp4
09:58
5 - Types of Linear Equations.mp4
14:11
6 - Polynomials-Topics-covered.pdf
6 - References.pdf
6 - Variables constants coefficients terms and degrees of polynomials.mp4
23:47
7 - Degrees of polynomials polynomial equations factors and zeroes of polynomials.mp4
25:21
7 - References.pdf
8 - References.pdf
8 - Relation of zeroes with numerical coefficients of polynomials.mp4
23:06
9 - Geometrical representation of polynomials part 1.mp4
14:37
9 - References.pdf
10 - Geometrical representation of polynomials part 2 and mathematical problems.mp4
21:01
10 - References.pdf
11 - Mathematical operations on polynomials.mp4
28:27
11 - References.pdf
12 - References.pdf
12 - Remainder Theorem Factor Theorem Division Algorithm for polynomials.mp4
34:44
13 - HCF LCM and square root of polynomials.mp4
13:44
13 - References.pdf
14 - Problems on polynomials Level 1 part 1.mp4
30:25
14 - Problems-of-polynomials-Level-1-and-2.pdf
14 - References.pdf
15 - Problems on polynomials level 1 part 2.mp4
35:30
15 - Problems-of-polynomials-Level-1-and-2.pdf
15 - References.pdf
16 - Problems on polynomials Leve 2 part 1.mp4
16:21
16 - Problems-of-polynomials-Level-1-and-2.pdf
16 - References.pdf
17 - Algebraic-formulas.pdf
17 - Problems on polynomials Level 2 part 2.mp4
32:39
17 - Problems-of-polynomials-Level-1-and-2.pdf
17 - References.pdf
18 - Case study 1 polynomials.mp4
04:27
18 - Case-study-1-Polynomials.pdf
18 - References.pdf
19 - Case study 2 polynomials.mp4
04:27
19 - Case-Study-2-Polynomials.pdf
19 - References.pdf
20 - Case Study 3 polynomials.mp4
03:51
20 - Case-Study-3-Polynomials.pdf
20 - References.pdf
21 - Assertion and reasoningbased questions polynomials.mp4
06:21
21 - Assertion-and-Reason-based-questions-Polynomials.pdf
21 - References.pdf
22 - 2 Dimensional coordinate geometry mirror image of a point with respect to axes.mp4
34:02
22 - Coordinate-Geometry-Topics-covered.pdf
22 - References.pdf
23 - References.pdf
23 - Slope intercept inclination and equations of straight lines.mp4
32:05
24 - Problems using point slope formula part 1.mp4
22:50
24 - References.pdf
25 - Problem using point slope formula part 2.mp4
29:38
25 - References.pdf
26 - References.pdf
26 - Solving two linear equations graphically part 1.mp4
12:51
27 - References.pdf
27 - Solving two linear equations graphically part 2.mp4
30:09
28 - Distance formula and mathematical problem.mp4
24:52
28 - References.pdf
29 - Application of distance formula.mp4
17:46
29 - References.pdf
30 - Internal section formula.mp4
25:50
30 - References.pdf
31 - External section formula middle point formula point of trisection.mp4
25:23
31 - References.pdf
32 - Mathematical problem on section formula.mp4
04:39
32 - References.pdf
33 - Centroid incentre.mp4
33:42
33 - References.pdf
34 - Incircle Circumcenter Circumcircle.mp4
26:03
34 - References.pdf
35 - Orthocenter.mp4
19:59
35 - References.pdf
36 - Excentre part 1.mp4
34:09
36 - References.pdf
37 - Excentre part 2.mp4
17:47
37 - References.pdf
38 - Mathematical problem on Centre of triangle.mp4
28:22
38 - References.pdf
39 - Area of triangle problem on area of triangle.mp4
29:55
39 - References.pdf
40 - Condition of collinearity area of quadrilateral and polygon.mp4
22:22
40 - References.pdf
41 - Area of a plane enclosed by straight lines Interpolation extrapolation method.mp4
30:43
41 - References.pdf
42 - References.pdf
42 - Solving mathematical problem by interpolation and extrapolation method.mp4
35:16
43 - References.pdf
43 - Solving word problem graphically.mp4
36:36
44 - Euler line.mp4
09:58
44 - References.pdf
45 - Mathematical Problem level 1 part 1.mp4
25:10
45 - Problems-on-Coordinate-geometry-Level-1-and-Level-2.pdf
45 - References.pdf
46 - Coordinate-Geometry-Level-1-and-Level-2-Problems.pdf
46 - Mathematical problems Level 1 part 2.mp4
12:42
46 - References.pdf
47 - Mathematical problem level 2 part 1.mp4
30:18
47 - Problems-on-Coordinate-geometry-Level-1-and-Level-2.pdf
47 - References.pdf
48 - Mathematical problem level 2 part 2.mp4
23:53
48 - Problems-on-Coordinate-geometry-Level-1-and-Level-2.pdf
48 - References.pdf
49 - Mathematical problem level 2 part 3.mp4
19:04
49 - Problems-on-Coordinate-geometry-Level-1-and-Level-2.pdf
49 - References.pdf
50 - Case Study 1 Coordinate geometry.mp4
16:46
50 - Case-Study-1-Coordinate-geometry.pdf
50 - References.pdf
51 - Case study 2 Coordinate geometry.mp4
02:40
51 - Case-Study-2-Coordinate-geometry.pdf
51 - References.pdf
52 - Case study 3 Coordinate geometry.mp4
07:06
52 - Case-study-3-Coordinate-geometry.pdf
52 - References.pdf
53 - Assertion and reasoning based questions Coordinate geometry.mp4
06:28
53 - Assertion-and-Reason-based-queations-Coordinate-geometry.pdf
53 - References.pdf
54 - Linear-Equations-Topics-covered.pdf
54 - References.pdf
54 - Types of linear equations.mp4
23:14
55 - Methods of solving linear equations with one variable.mp4
17:10
55 - References.pdf
56 - Cross Multiplication method word problem of linear equation with one variable.mp4
17:21
56 - References.pdf
57 - References.pdf
57 - Single linear equation with two variables solution and application.mp4
21:38
58 - Graphical representation linear equation with two variables pair of lines.mp4
25:08
58 - References.pdf
59 - Pair of linear equations with two variables methods of finding solvability.mp4
28:27
59 - References.pdf
60 - References.pdf
60 - Types of pair of linear equation with two variables inconsistent pair of lines.mp4
30:52
61 - Consistent pair of linear equations with two variables.mp4
33:48
61 - References.pdf
62 - Dependent pair of linear equations finding types of linear equations.mp4
27:06
62 - References.pdf
63 - Methods of solving pair of linear equations with two variables.mp4
24:19
63 - References.pdf
64 - References.pdf
64 - Solving pair of linear equations with two variables by graphical method.mp4
33:14
65 - Mathematical problems level 1.mp4
14:59
65 - Problems-On-Linear-equations-Level-1-and-Level-2.pdf
65 - References.pdf
66 - Mathematical problems level 2.mp4
21:30
66 - Problems-On-Linear-equations-Level-1-and-Level-2.pdf
66 - References.pdf
67 - Case study 1 Linear equations.mp4
08:16
67 - Case-study-1-Linear-equations.pdf
67 - References.pdf
68 - Case study 2 Linear equations.mp4
06:46
68 - Case-Study-2-Linear-equations.pdf
68 - References.pdf
69 - Case study 3 Linear equations.mp4
05:14
69 - Case-Study-3-Linear-equations.pdf
69 - References.pdf
70 - Assertion and reasoningbased questions Linear equations.mp4
05:09
70 - Assertion-and-Reasoning-based-questions-Linear-equations.pdf
70 - References.pdf
1 - Test 1.html
2 - Test 2.html
Description
Thorough, Comprehensive Lectures with Examples and Cases for High School Students.
What You'll Learn?
- Variables, constants, coefficients, terms and degrees of polynomials.
- Degrees, equations, factors, zeroes of polynomials.
- Geometrical representation of polynomials.
- Mathematical operations on Polynomials.
- Zeroes and the relation of zeroes with numerical coefficients.
- Remainder Theorem, Factor Theorem, Division Algorithm for Polynomials.
- HCF, LCM and square root of polynomials.
- 2D coordinate geometry, Mirror image.
- Slope, Intercept, Inclination and equations of straight lines.
- Point Slope formula.
- Solving two linear equations graphically.
- Distance formula and application of distance formula.
- Internal section formula, external section formula, mid-point formula, point of trisection.
- Deriving formula to calculate centroid, incentre, circumcenter, orthocenter and excentre of a triangle.
- Derive a formula to calculate the area of a triangle from coordinate points of three vertices.
- Condition of Collinearity.
- Calculation of the area of the quadrilateral polygon from coordinate points of vertices.
- Area of a plane enclosed by straight lines.
- Interpolation and extrapolation method.
- Solving word problems graphically.
- Euler line.
- Types of linear equations.
- Methods of solving linear equations with one variable.
- Single linear equation with two variables, their solution and applications.
- Graphical representations of a single linear equation with two variables.
- Pair of linear equations with two variables and methods to find their solvability.
- Types of pair of linear equations with two variables- inconsistent, consistent and dependent pair of linear equations.
- Methods of solving a pair of linear equations with two variables.
- Solving a pair of linear equations with two variables by graphical method.
Who is this for?
What You Need to Know?
More details
DescriptionIf you want to build a strong concept in very important topics like Polynomials, Linear equations, and Coordinate Geometry, this course will be helpful for you. I tried to implement different learning levels of Bloom's Taxonomy to improve your understanding, application, and analysis capability to solve basic to higher-order thinking problems. I solved enough mathematical problems, some case studies and assertion and reasoning-based questions to show you how to solve real-life problems by applying your learning and knowledge.
The topics you will learn are:
Variables, constants, coefficients, terms, degrees, zeroes and factors of polynomials.
Relation of zeroes with numerical coefficients.
Geometrical representation of polynomials.
Mathematical operations on polynomials.
Remainder theorem, factor theorem, division algorithm for polynomials.
HCF, LCM and square root of polynomials.
Cartesian coordinate geometry.
Point slope formula, equations of straight lines.
Solving two linear equations graphically.
Distance formula, Internal section formula, external section formula, mid-point formula, point of trisection.
Coordinate point of centroid, incentre, circumcenter, orthocenter and excentre of a triangle.
Derive a formula to calculate the area of a triangle, quadrilateral and polygon from the coordinate points of three vertices.
Condition of Collinearity.
Interpolation and extrapolation method.
Solving word problems graphically.
Euler line.
Types of linear equations.
Methods of solving a single linear equation with one variable.
Method of solving a single linear equation with two variables.
Graphical representations of a single linear equation with two variables.
Pair of linear equations with two variables and methods to find their solvability.
Types of linear equations with two variables- inconsistent, consistent and dependent pair of linear equations.
Methods of solving a pair of linear equations with two variables.
Solving a pair of linear equations with two variables by graphical method.
Case studies of the polynomial, coordinate geometry and linear equation chapters.
Assertion and reasoning-based questions for polynomial, coordinate geometry and linear equation chapters.
Who this course is for:
- Current high school students. Anyone who wants to learn algebra and coordinate geometry.
If you want to build a strong concept in very important topics like Polynomials, Linear equations, and Coordinate Geometry, this course will be helpful for you. I tried to implement different learning levels of Bloom's Taxonomy to improve your understanding, application, and analysis capability to solve basic to higher-order thinking problems. I solved enough mathematical problems, some case studies and assertion and reasoning-based questions to show you how to solve real-life problems by applying your learning and knowledge.
The topics you will learn are:
Variables, constants, coefficients, terms, degrees, zeroes and factors of polynomials.
Relation of zeroes with numerical coefficients.
Geometrical representation of polynomials.
Mathematical operations on polynomials.
Remainder theorem, factor theorem, division algorithm for polynomials.
HCF, LCM and square root of polynomials.
Cartesian coordinate geometry.
Point slope formula, equations of straight lines.
Solving two linear equations graphically.
Distance formula, Internal section formula, external section formula, mid-point formula, point of trisection.
Coordinate point of centroid, incentre, circumcenter, orthocenter and excentre of a triangle.
Derive a formula to calculate the area of a triangle, quadrilateral and polygon from the coordinate points of three vertices.
Condition of Collinearity.
Interpolation and extrapolation method.
Solving word problems graphically.
Euler line.
Types of linear equations.
Methods of solving a single linear equation with one variable.
Method of solving a single linear equation with two variables.
Graphical representations of a single linear equation with two variables.
Pair of linear equations with two variables and methods to find their solvability.
Types of linear equations with two variables- inconsistent, consistent and dependent pair of linear equations.
Methods of solving a pair of linear equations with two variables.
Solving a pair of linear equations with two variables by graphical method.
Case studies of the polynomial, coordinate geometry and linear equation chapters.
Assertion and reasoning-based questions for polynomial, coordinate geometry and linear equation chapters.
Who this course is for:
- Current high school students. Anyone who wants to learn algebra and coordinate geometry.
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Nabanita Mukherjee
Instructor's CoursesMs Nabanita MukherjeeI did my B.Pharm and M.Pharm from Department of Pharmaceutical Technology, Jadavpur University, Kolkata (India). I qualified for the West Bengal Joint Entrance Examination to do my B. Pharm and qualified in All India Graduate Aptitude Test in Engineering (GATE) with a rank of 147 to pursue my M.Pharm. I have worked as a faculty member in various Pharmacy colleges across India (West Bengal, Orissa, Maharastra). My total teaching and research experience is about 15 years. I also worked on a consultancy project in the Department of Biosciences and Bioengineering, IIT Bombay, Mumbai, India. I have authored a journal and a number of conference papers. I received a Mumbai University Minor research grant under the approved teacher category. My specific areas of research interest are Nanoparticulate Drug Delivery Systems, Advanced Cosmeceuticals and Nutraceuticals.I am passionate about mathematics and have given priority throughout my academics. I wish to help young students from middle to high school to build a strong concept in mathematics. I discussed every topic in detail so that students could understand important concepts thoroughly and can apply that concept to solve medium to higher-order thinking problems.
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- language english
- Training sessions 70
- duration 23:52:29
- Release Date 2024/03/12
