Solving Exam Questions: Quadratics (As/A Mathematics)
Posted on 31 Mar 07:41 | by mitsumi | 12 views
Solving Exam Questions: Quadratics (As/A Mathematics)
Published 3/2023
MP4 | Video: h264, 1280x720 | Audio: AAC, 44.1 KHz
Language: English | Size: 824.10 MB | Duration: 2h 9m
Quadratic equations, inequalities, points of intersection, and vertex form derived from completing the square.
Published 3/2023
MP4 | Video: h264, 1280x720 | Audio: AAC, 44.1 KHz
Language: English | Size: 824.10 MB | Duration: 2h 9m
Quadratic equations, inequalities, points of intersection, and vertex form derived from completing the square.
What you'll learn
Students will learn the process of completing the square for quadratic functions/equations and use it correctly.
Students will learn finding the discriminant of quadratic functions/equations and use it to find the coordinates of intersection(s) between a curve and a line.
Students will learn solving quadratic equations, finding axis of symmetry, and solving quadratic inequalities.
Students will learn to know if there is a solution or not for simultaneous equations by using discriminant term of quadratics.
Students will learn solving simultaneous equations by substitution if one equation is linear and one is quadratic.
Students will learn recognizing and solving equations in x which are quadratic in some function of x.
Students will learn finding constants in a quadratic function/equation based on the discriminant term conditions.
Students will learn finding a quadratic equation if the plot/graph of the equation is given.
Students will learn finding the location/coordinates of vertex of quadratics and to know if it has a maximum or minimum value.
Requirements
GCSE Mathematics
Description
By taking this course of solving exam questions on the quadratics and its related sub-topics, students will learn the fundamentals and advanced level questions to successfully pass AS/A level of math with a very good/excellent grade.Through this course:Students will learn the process of completing the square for quadratic functions/equations and use it correctly.Students will learn finding the discriminant of quadratic functions/equations and use it to find the coordinates of intersection(s) between a curve and a line.Students will learn solving quadratic equations, finding axis of symmetry, and solving quadratic inequalities.Students will learn solving simultaneous equations by substitution if one equation is linear and one is quadratic.Students will learn recognizing and solving equations in x which are quadratic in some function of x.Students will learn to know if there is a solution or not for simultaneous equations by using discriminant term of quadratics.Students will learn finding constants in a quadratic function/equation based on the discriminant term conditions.Students will learn finding a quadratic equation if the plot/graph of the equation is given.Students will learn finding the location/coordinates of vertex of quadratics and to know if it has a maximum or minimum value.----The course is intended for:Students who want to completely learn the exam style questions on quadratics, thereby taking AS/A level exam of mathematics (Paper 1) successfully.Learners who want to know solving quadratic-related questions comprehensively and to boost their math skills successfully.
Overview
Section 1: Solving Exam Questions on Quadratics (AS/A Mathematics)
Lecture 1 Important Notes on Quadratics for Exam-related Questions
Lecture 2 Q1: Expressing quadratics in completing the square form and finding constants
Lecture 3 Q2: Use of discriminant term to find the set of constant values of the equations
Lecture 4 Q3: Solving quadratic inequalities by knowing the x-intercepts/roots of equation
Lecture 5 Q4: Solving a quadratic inequality graphically
Lecture 6 Q5: Use of roots to find parameters and discriminant property for equal roots
Lecture 7 Q6: Finding the set of values of a parameter when a line intersects a curve
Lecture 8 Q7: Finding the set of values when a line intersects with a quadratic curve
Lecture 9 Q8: Finding the roots of disguising quadratic equations by power reduction
Lecture 10 Q9: Finding coordinates of intersection point(s) between a line and a curve
Lecture 11 Q10: Showing that there are no real solutions to simultaneous equations
Lecture 12 Q11: Finding the vertex coordinates and stating if it is at maximum or minimum
Lecture 13 Q12: Solving simultaneous equations by substitution with one quadratic equation
Lecture 14 Q13: Application of quadratic equation to find the maximum area
Lecture 15 Q14: Finding the equation of axis of symmetry of a quadratic equation
Lecture 16 Q15: Finding the equation of a quadratic curve when vertex point is known
Lecture 17 Q16: Finding the equation of a quadratic curve from y-intercept and vertex point
Lecture 18 Q17: Finding the equation of a quadratic curve from the x- and y-intercepts
Students who want to completely learn the exam style questions on quadratics, thereby taking AS/A level exam of mathematics (Paper 1) successfully.,Learners who want to know solving quadratic-related questions comprehensively and to boost their math skills successfully.
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