Get updates on Eligibility, Admission, Placements Fees Structure
Quick Facts
| Medium Of Instructions | Mode Of Learning | Mode Of Delivery |
|---|---|---|
| English | Self Study | Video and Text Based |
Course Overview
The A-Level Mathematics for Year 12 online course is designed and provided by edX in partnership with Imperial College London. The program aims to provide you with enough skills to help you ace your A-level maths examinations. Aside from the examination perspective, the course will also encourage you to apply your mathematical learnings to the wider mathematical world.
The A-Level Mathematics for Year 12 certification syllabus is divided into seven modules. These modules cover coordinate geometry, inequalities, polynomial theorems, statistics, graphs, curves, and much more. They are designed to imbue you with mathematical fluency and confidence, along with the ability to construct a well-reasoned mathematical argument and problem-solving prowess.
After completing the A-Level Mathematics for Year 12 by edX, you will have a deeper understanding of the techniques and skills you can apply during your A-level study. What’s more, you also have a chance to earn a course completion certificate at the end of the course. All you have to do is pay a minimal fee, and you’ll get a shareable, verified document that you can showcase to the world and improve your job prospects. Students may enroll in any of the tracks namely verified and audit tracks which may help the candidates learn the prgramme. During the audit track, learning is free for a limited time period whereas during the paid verified track learning can be done for an unlimited period of time.
The Highlights
- Verified certificate available for purchase
- Intermediate-level program
- English language course
- Self-paced learning with limited audit access
- Seven-week training
- Two-four hours/week
- An Imperial College of London offering
Programme Offerings
- Intermediate-level programme
- Verified certificate available for purchase
- English language course
- Self-paced learning
- Seven-week training
- An Imperial College of London offering
- Two-four hours/week
Courses and Certificate Fees
| Fees Informations | Certificate Availability | Certificate Providing Authority |
|---|---|---|
| INR 5744 | yes | Imperial College, London |
- You can access and learn from the A-Level Mathematics for Year 12 course materials for free
- But if you want a course completion certificate, you will need to pay an extra fee to avail yourself of that.
A-level Mathematics For Year 12 fee structure
Course Name | Fees in INR |
A-level Mathematics For Year 12 | Free |
A-level Mathematics For Year 12 – with certificate | Rs. 5,744 |
Eligibility Criteria
Any interested candidate can apply for the A-Level Mathematics for Year 12 program since it doesn’t require you to have any prior knowledge.
What you will learn
By the end of A-Level Mathematics for Year 12 training, you will have:
- Improve your accuracy and fluency when using laws of surds and indices in a variety of calculations
- Discovered how to divide a polynomial of any degree by either a quadratic or linear polynomial
- Learned how to solve various types of inequalities that you will encounter at A-level
- Investigated the main transformations of graphs; reflection, translation, and enlargement, and how to use these transformations to draw new graphs
- Understood the constant acceleration formulae through speed, travel graphs illustration, velocity, displacement, and distance against time
- Explored statistical sampling methods along with their advantages and disadvantages
- Learned how to interpret data represented in a variety of forms including cumulative frequency curves, box plots, bar charts, and histograms
- Learned about the data found in different types of the Cartesian equation for a circle and utilize these to solve problems on coordinate geometry
Admission Details
- Use this link to visit the A-Level Mathematics for Year 12 course webpage: https://www.edx.org/course/a-level-mathematics-for-year-12-course-1-algebraic
- Read the course details carefully. Once satisfied with what the programme has to offer, click the ‘Enrol Now’ prompt located at the top of the programme page.
- You will be asked to sign in. However, if you don’t own an edX account, create one using your email ID. You also can use your social media credentials and google account credentials to create an account.
- Once you’ve logged in using your edX credentials, you can start with the course.
Application Details
You will need to provide essential information such as your name, country, and email ID. However, if you already have an account, you only need to login and click on the ‘Enrol Now’ option to start learning.
The Syllabus
- Recognise and use the laws of indices for all rational exponents
- Use and manipulate surds, including rationalising the denominator
- Solve a variety of problems that include surds and indices
- Solve linear and quadratic inequalities in a single variable and interpret these solutions graphically
- Express the solutions to linear and quadratic inequalities usingnumber lines and inequality notation, and using the terms ‘and’and ‘or’and set notation
- Represent linear and quadratic inequalities in two variables graphically, using standard A-level conventions
- Manipulate polynomials algebraically, using the factor theorem to write a polynomial as the product of linear factors or a combination of linear and quadratic factors
- Divide one polynomial by another of a lower order by equating coefficients
- Solve problems using the coordinate geometry of the circle
- Complete the square to find the center and radius of a circle from its equation
- Solve problems using the properties of the angle in a semicircle, the perpendicular from the center to a chord, and a tangent from a point
- Use curve sketching techniques based on the the shapes and symmetries of standard curves
- Identify key features of a curve from its equation and transform the equations of linear, quadratic, rational and trigonometrical curves using translations, rotations and stretches
- Use knowledge of the symmetry and asymptotes of standard curves to create sketches
- Interpret and accurately use the term distance, speed, displacement, velocity, and acceleration
- Interpret graphs to do with speed against time, distance against time, velocity against time and acceleration against time, and solve problems involving motion in a straight line with constant acceleration
- Apply the formulae for constant acceleration to solve problems involving motion in a straight line
- Identify the ideas of a population and a sample and use simple sampling techniques to draw informal inferences about populations
- Apply critical thinking to issues of representative sampling
- Interpret histograms to draw informal inferences about univariate data
- Interpret scatter diagrams, regression lines and the ideas of correlation to draw informal inferences about bivariate data
Instructors
Imperial College, London Frequently Asked Questions (FAQ's)
No, as this is a self-paced learning program, you can study at your own schedule and convenience.
There are no prior requirements that you need to fulfil to register for the program.
The specified duration of the course is four weeks. However, since this is a self-paced learning course, you have no time restrictions and can navigate the program modules at your own pace.
It would be best to put in at least 2-4 hours of weekly study.
The A-Level Mathematics for Year 12 training is brought to you by edX in collaboration with Imperial College, London.
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