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Use this link to upload your notes based on each completion of the topics.

Notes to be in PDF format.

Best notes for each topic will receive awards.

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Use SUBSTITUTION of variables

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Integration YouTube Playlist by Mr. Musa

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Integration YouTube Playlist by Mr. Musa

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0606 Additional Mathematics - Integration

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0606 Additional Mathematics - Topic 15 -Integration

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Post your doubts or questions here, and I will try my best to answer them.

Alternatively, you can email me at: musa.sim@npsis.edu.sg

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Past Papers | Cambridge IGCSE | Mathematics - Additional (0606) | GCE Guide

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CAIE Past Papers for Cambridge O Level, Cambridge Int’l AS and A Level and Cambridge IGCSE subjects

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How do you design good notes for Math Class?

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How do you design good notes for Math Class?

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Math explained in easy language, plus puzzles, games, quizzes, worksheets and a forum. For K-12 kids, teachers and parents.

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A-Math - Sec 4  Prelims Exam Paper - 2021 - Chung Cheng High Main.pdf

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a) Sketch cubic function
b) Sketch lines that intersect cubic function
c) Shade area as per inequality
d) State range of answers

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Finding Area in Coordinate Geometry (Shoe Lace Method)

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Finding Area in Coordinate Geometry (Shoe Lace Method)

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Method 1: Space Method (Speration)
Method 2: Group Method (Grouping)
Method 3: Line Method (For different choices)

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Explore math with our beautiful, free online graphing calculator. Graph functions, plot points, visualize algebraic equations, add sliders, animate graphs, and more.

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Remainder & Factor Theorem (1 of 2: How do we calculate remainders without dividing?)

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A-Math & E-Math O-Level Past Years Prelim Exam Papers

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Free Download, O-Level A-Math & E-Math 2012 to 2016 Prelim Past Years School Exam Papers from Singapore Schools. O-Level Past Years

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a) Decide of shape (a >0 or a <0 for ax^3 +bx^2+cx+d)
b) Mark out roots (3 or 2 roots)
c) Mark out y-intercept
d) Decide points between roots

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How to Sketch Cubic Graphs : ExamSolutions Maths Revision

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TRIGONOMETRY (Part 1/6) | 9.1 - 9.3 | IGCSE & O LEVEL ADD MATHS (0606)

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triangles,regular andirregular polygons,convex orconcave polygons.
It uses the same method as in Area of a polygon but does the arithmetic for you.

Instructions

1. Enter the vertices in order, either clockwise or counter-clockwise starting at any vertex.

2. Enter the x,y coordinates of each vertex into the table. Empty rows will be ignored.

3. Click on "Calculate".

Unlike the manual method, you do not need to enter the first vertex again at the end, and you can go in either direction around the polygon. The internal programming of the calculator takes care of it all for you.

There are other, often easier ways to calculate the area of triangles and regular polygons. See

Limitations
The calculator will produce the wrong answer for crossed polygons, where one side crosses over another, as shown below.

Other Coordinate Geometry topics

(C) 2011 Copyright Math Open Reference.
All rights reserved

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Area of a polygon calculator - Math Open Reference

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A calculator that will find the area of a polygon given the coordinates of its vertices

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Cambridge IGCSE™ and O Level Additional Mathematics Coursebook | Sue Pemberton Writer | download on Z-Library

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Cambridge IGCSE™ and O Level Additional Mathematics Coursebook | Sue Pemberton Writer | download on Z-Library | Download books for free. Find books

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Using Guess and Check Method + Long Division Method

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How to factorise a cubic equation  (Method 1) : ExamSolutions

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O-level Additional Mathematics Past Papers

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O-level Additional Mathematics Past Papers

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CAIE October/November 2022 Session Starts

If any paper is still missing, please report using the Contact Us! tab.
Common Search Terms:
O Levels Mathematics - Additional (4037), O Levels Mathematics - Additional (4037) Past Papers, O Levels Mathematics - Additional (4037) Question Papers, O Levels Mathematics - Additional (4037) Marking Schemes, O Levels Mathematics - Additional (4037) Grade Thresholds

Resource Guide for File Naming System.

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Past Papers | O Levels | Mathematics - Additional (4037) | GCE Guide

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CAIE October/November 2022 Session Starts If any paper is still missing, please report using the Contact Us! tab. Common Search Terms: O Levels Mathematics - Additional (4037), O Levels Mathematics - Additional (4037) Past Papers, O Levels Mathematics - Additional (4037) Question Papers, O Levels Mathematics - Additional (4037) Marking Schemes, O Levels Mathematics - Additional (4037) Grade Thresholds Resource Guide for File Naming System.

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Edexcel A level Maths: 2.1 Solving Modulus Inequalities

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CIE IGCSE Additional Maths: Integration of Extra Functions (Questions)

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Velocity Vectors (1) - Calculating Speed : ExamSolutions Maths Revision

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Step 1: Rearrange non-linear equation to the form of Y = mX + c

Step 2: Redesign the table of data to follow Y and X

Step 3: Plot points using X and Y

Step 4: Draw a linear graph and cut the Y-axis

Step 5: Use gradient and Y-intercept of the linear graph to find unknown constants

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Case Method

Case 1: 5C2 x 4C1
Case 2: 5C3 x 4C0

Total combination = Sum of Case 1 and 2

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Z-Notes for Additional Mathematics - Full

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Z-Notes for Additional Mathematics - Full

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Method 2: Comparing Coefficient

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How to factorise a cubic polynomial (Method 2) : ExamSolutions

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CAIE May/June 2022 Session Starts

If any paper is still missing, please report using the Contact Us! tab.
Common Search Terms:
Cambridge IGCSE Mathematics - International (0607), Cambridge IGCSE Mathematics - International (0607) Past Papers, Cambridge IGCSE Mathematics - International (0607) Question Papers, Cambridge IGCSE Mathematics - International (0607) Marking Schemes, Cambridge IGCSE Mathematics - International (0607) Grade Thresholds

Resource Guide for File Naming System.

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Past Papers | Cambridge IGCSE | Mathematics - International (0607) | GCE Guide

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CAIE May/June 2022 Session Starts If any paper is still missing, please report using the Contact Us! tab. Common Search Terms: Cambridge IGCSE Mathematics - International (0607), Cambridge IGCSE Mathematics - International (0607) Past Papers, Cambridge IGCSE Mathematics - International (0607) Question Papers, Cambridge IGCSE Mathematics - International (0607) Marking Schemes, Cambridge IGCSE Mathematics - International (0607) Grade Thresholds Resource Guide for File Naming System.

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Solve Modulus equations & inequalities Algebraically

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Area under and between Curves by Integration | ExamSolutions

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r = a + bt

r = displacement of particle at any given time
a = Position Vector of Particle at Start
b = Velocity Vector of Particle
t = time

To find speed, it is the |velocity vector|

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samediff + diffsame

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Quick Review

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CAIE Igcse Add Maths 0606 Theory Revision Notes - ZNotes

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Best free resources for CAIE Igcse Add Maths 0606 Theory including summarized notes, topical and past paper walk through videos by top students.

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Remainder & Factor Theorem (2 of 3: Fully factorising a polynomial)

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1) To find the distance of the particle from origin = |displacement vector|

2) To find the distance of the particle from point P to A,

- Find vector PA using PO - OA

- |PA|

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lodihi - hidilo / lolo

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Solving Logarithmic Equations... How? (NancyPi)

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By observation k = 0 and k = -1

Also using Desmos, the intersection is x = 0 and x = -1

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Small Increments and Approximations Concepts with 4 Examples IGCSE IB Maths

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Step 1: Find dV/dx

Step 2: Sub x = a to dV/dx

Step 3: Use chain rule to multiply dV/dx and dx/dt to find dV/dt

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Differentiation : Connected Rates of Change : Example 1 : ExamSolutions

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Step 1: Find dy/dx = m

Step 2: Sub in x = a and find the gradient at that point

Step 3: Use x = a to find the corresponding y

Step 3: Use y - y ₁ = m (x - x ₁) to find equation of tangent

Step 4: Use y - y ₁ = -1/m (x - x ₁) to find equation of normal

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Add Maths - Topical Past Papers - My Study Compass

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Test yourself on all the topics covered in the syllabus with questions from past papers.

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1) Given dydx (gradient function), to find original function.

2) Given f(x), to find area under the curve.

3) Given f(x) and g(x), to find area between 2 curves.

4) Reverse process of differentiation.

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Integration : Exponential types : e^(ax+b) : ExamSolutions

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DERIVATIVE: TRIGONOMETRIC FUNCTIONS  || CHAIN RULE

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Tr. Thomas IGCSE 0606 Additional Mathematics/9709 Pure Mathematics I

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Definition

s = displacement
v = velocity
a = acceleration

Differentiation

s -> v (ds/dt)
v -> a (dv/dt)
s -> a (d²s/dt²)

Integration

a -> v (Integrate a with respect to t)
v -> s (Integrate v with respect to t)

Key Notes:

Object is stationary (not moving)

v = 0 or a = 0

Object moving at constant speed

a = 0

Object moves back to starting position

s = 0