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FHSST: Grade 10 Math by Ewald Zietsman - HTML preview
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FHSST: Grade 10 Math
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Derived copy of FHSST: Grade 10 Maths [CAPS]
Table of Contents
Chapter
1
.
Review of Past Work
1.1
.
Introduction
What is a number?
Sets
Letters and Arithmetic
Addition and Subtraction
Commutativity for Addition
Multiplication and Division
Commutativity for Multiplication
Brackets
Distributivity
Negative Numbers
What is a negative number?
Working with Negative Numbers
Living Without the Number Line
Negative Numbers Tip 1
Negative Numbers Tip 2
Negative Numbers Tip 3
Negative Numbers
Rearranging Equations
Method: Rearranging Equations
Rearranging Equations
Fractions and Decimal Numbers
Definition - Fraction
Definition - Multiplicative Inverse
Scientific Notation
Real Numbers
Non-Real Numbers
Natural Numbers
Integers
Rational Numbers
Notation Tip
Rational Numbers
Notation Tip
Converting Rationals into Decimal Numbers
Irrational Numbers
Real Numbers
Mathematical Symbols
Mathematical Symbols
Infinity
End of Chapter Exercises
Chapter
2
.
Functions and graphs
2.1
.
Introduction to Functions and Graphs
Functions and Graphs in the Real-World
Recap
Variables and Constants
Investigation : Variables and Constants
Relations and Functions
Investigation : Relations and Functions
The Cartesian Plane
Drawing Graphs
Investigation : Drawing Graphs and the Cartesian Plane
Notation used for Functions
Recap
Characteristics of Functions - All Grades
Dependent and Independent Variables
Domain and Range
Set Notation
Interval Notation
Intercepts with the Axes
Turning Points
Asymptotes
Lines of Symmetry
Intervals on which the Function Increases/Decreases
Discrete or Continuous Nature of the Graph
Domain and Range
Graphs of Functions
Functions of the form
y
=
a
x
+
q
Investigation : Functions of the Form
y
=
a
x
+
q
Domain and Range
Intercepts
Turning Points
Axes of Symmetry
Sketching Graphs of the Form
f
(
x
)=
a
x
+
q
Intercepts
Functions of the Form
y
=
a
x
2
+
q
Investigation : Functions of the Form
y
=
a
x
2
+
q
Domain and Range
Intercepts
Turning Points
Axes of Symmetry
Sketching Graphs of the Form
f
(
x
)=
a
x
2
+
q
Parabolas
Functions of the Form
Investigation : Functions of the Form
Domain and Range
Intercepts
Asymptotes
Sketching Graphs of the Form
Graphs
Functions of the Form
y
=
a
b
(
x
)
+
q
Investigation : Functions of the Form
y
=
a
b
(
x
)
+
q
Domain and Range
Intercepts
Asymptotes
Sketching Graphs of the Form
f
(
x
)=
a
b
(
x
)
+
q
Exponential Functions and Graphs
Summary
End of Chapter Exercises
Chapter
3
.
Number patterns
3.1
.
Number Patterns - Grade 10
Investigation : Patterns
Common Number Patterns
Special Sequences
Triangular Numbers
Square Numbers
Cube Numbers
Fibonacci Numbers
Notation
Investigation : General Formula
Patterns and Conjecture
Summary
Exercises
Chapter
4
.
Finance
4.1
.
Introduction
Being Interested in Interest
Simple Interest
Not Just One
Other Applications of the Simple Interest Formula
Simple Interest
Compound Interest
Fractions add up to the Whole
The Power of Compound Interest
Other Applications of Compound Growth
Compound Interest
Foreign Exchange Rates - (Not in CAPS, included for completeness)
How much is R1 really worth?
Six of one and half a dozen of the other
Terminology
Discussion : Foreign Exchange Rates
Cross Currency Exchange Rates - (not in CAPS, included for completeness)
Investigation : Cross Exchange Rates - Alternative Method
Fluctuating exchange rates
Foreign Exchange
Summary
End of Chapter Exercises
Chapter
5
.
Rational numbers
5.1
.
Introduction
The Big Picture of Numbers
Definition
Rational Numbers
Forms of Rational Numbers
Investigation : Decimal Numbers
Converting Terminating Decimals into Rational Numbers
Fractions
Converting Repeating Decimals into Rational Numbers
Repeated Decimal Notation
Summary
End of Chapter Exercises
Chapter
6
.
Exponentials
6.1
.
Introduction
Definition
Laws of Exponents
Exponential Law 1:
a
0
=1
Application using Exponential Law 1:
a
0
=1,(
a
≠0)
Exponential Law 2:
a
m
×
a
n
=
a
m
+
n
Application using Exponential Law 2:
a
m
×
a
n
=
a
m
+
n
Exponential Law 3:
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