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# Project Maths - Higher Level

## This course is for students interested in studying the Project Maths Higher Level Course in its entirety.

Exam Prep
Free Course
This course is for students interested in studying the Project Maths Higher Level Course in its entirety.

10-15 Hours

Yes

Yes

## Description

This course is for students interested in studying the Project Maths Higher Level Course in its entirety. This course provides students with videos on all the Higher Level topics in one location listed by module and topic. In addition, a comprehensive assessment is provided which tests learners on the entire content of the Project Maths Higher Level Syllabus. These topics include Probability and Statistics, Geometry and Trigonometry, Numbers and Shapes, Algebra, Functions and Calculus.

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## Learning Outcomes

Having completed this course students will be able to:
Describe the concepts of probability
Understand outcomes of random processes
Describe statistical reasoning with an aim to becoming a statistically aware consumer
Find, collect and organise data
Represent data graphically and numerically
Analyse, interpret and draw inferences from data
Develop synthesis and problem-solving skills
Determine the slope of a line given it’s equation
Find the equation of a line perpendicular to a given line and passing through a given point
Compute the angle between two given lines
Determine the equation of a circle having a given centre and radius
Find the equation of a tangent to a given circle at a specified point
Find distance and angle using Sine and Cosine Rules
Find length of an arc and area of a sector using circular measure
Solve the trigonometrical equations sin(x) = r and cos(x) = r in general form
Determine the sum of an arithmetic series
Determine the sum of a geometric series
Work out the repayment on a loan
Work out the future value of an investment
Represent a complex number in polar form
Use De-Moivres Theorem to simplify an expansion
Solve linear simultaneous equations with 3 unknowns
Factorise expressions of order 2 and 3
Search for roots of cubic equations and solve them
Solve one linear equation and one equation of order 2 with two unknowns
Solve basic inequalities
Solve inequalities involving fractions
Basic Differentiation of functions (including trig, exp and log)
The rules of differentiation (product rule, quotient rule, chain rule)
Determine the local maxima and local minima turning points of a curve
Understand rate of change of distance, area and volume
Understand the meaning of ‘anti-derivative’ and Indefinite Integration
Basic Integration of algebraic functions
Basic Integration of Trigonometrical and Exponential functions
How to use integration to find an area and use of the Trapezoidal Rule

## Certification

All Alison courses are free to enrol, study and complete. To successfully complete this Certificate course and become an Alison Graduate, you need to achieve 80% or higher in each course assessment. Once you have completed this Certificate course, you have the option to acquire official Certification, which is a great way to share your achievement with the world. Your Alison Certification is:

Ideal for sharing with potential employers - include it in your CV, professional social media profiles and job applications
An indication of your commitment to continuously learn, upskill and achieve high results
An incentive for you to continue empowering yourself through lifelong learning

Alison offers 3 types of Certification for completed Certificate courses:

Digital Certificate - a downloadable Certificate in PDF format, immediately available to you when you complete your purchase
Certificate - a physical version of your officially branded and security-marked Certificate, posted to you with FREE shipping
Framed Certificate - a physical version of your officially branded and security-marked Certificate in a stylish frame, posted to you with FREE shipping

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## Course Reviews

### This Course has been revised!

For a more enjoyable learning experience, we recommend that you study the mobile-friendly republished version of this course.

Take me to revised course.