Pythagoras’ Theorem - Mathemateg
4
NUMERACY Number Multiples, Odd and Even Numbers, Square Numbers, Cube Numbers. [1] Place Value, Working with Decimals. [4] Calculating Percentages. [4] Using Percentages. [4] Square Root and Cube Root. [6] Factors and Prime Numbers. [6] Venn Diagrams. [6] Index Form. [6] Highest Common Factor, Lowest Common Multiple. [6] Directed Numbers. [10] Decimals. [10] Ratios. [11] Fractions. [11] Reciprocals. [11] Rounding Off: Significant Figures. [15] Estimation. [15] Compound Interest. [15] Foreign Money. [15] Household Bills. [15] Rules of Indices. [19] Standard Form. [19] Efficient Percentage Changes. [19] Calculation. [21] Recurring Decimals. [21] Conversions. [21] Upper and Lower Bounds. [24] Appropriate Degree of Accuracy. [24] Direct and Inverse Proportion. [25] Surds. [30] APR, AER. [30] Algebra Plotting Co-ordinates in the First Quadrant. [5] Plotting Co-ordinates in the Four Quadrants. [5] Sequences. [7] Forming Expressions. [7] Substitution. [7] Collecting Like Terms. [7] Solving Equations. [7] Expanding Brackets. [13] Solving Equations 2. [13] Gradient of a Line. [16] Straight Line Graphs. [16] Gradient of Parallel Lines. [16] Travel Graphs. [17] Changing the Subject. [22] Pre-Calculus. [28] Geometry and Measure Polygons, Special Lines. [1] The Clock, the Calendar, Timetables. [1] Types of Angles, Measuring Angles, Drawing Angles, Calculating Angles, Angles in a Triangle. [2] Measures. [8] Quadrilaterals. [8] Perimeter and Area. [8] Solids. [8] Angles 2. [10] Circle Terminology. [12] Circumference and Area of a Circle. [12] Shapes on Isometric Paper. [12] Plans and Elevations. [12] Pythagoras’ Theorem (2-D). [12] Scale Drawing. [12] Bearings. [17] Loci. [17] Trigonometry of Right- Angled Triangles. [20] Tessellations. [20] Perimeter and Area of Composite Shapes. [20] Solids. [23] Dimensions. [23] Composite Solids. [23] Similar Shapes. [23] Pythagoras’ Theorem (3-D). [23] Compound Measures. [24] 3-D Trigonometry. [29] The Sine Rule, The Cosine Rule. [29] Area of a Triangle. [29] Statistics The Mean. [3] The Range. [3] Bar Charts. [3] Mean of Grouped Data. [3] Pie Charts. [3] The Mode. [9] Pictograms. [9] Vertical Line Diagrams. [9] Line Graphs. [9] Probability in Words. [9] The Median. [14] The Median Class. [14] The Interquartile Range. [14] Cumulative Frequency Diagrams. [14] Scatter Diagrams. [14] Questionnaires. [18] Sampling. [18] Frequency Polygons. [18] Box and Whisker Diagrams. [18] Comparing Averages. [18] Histograms. [30] MATHEMATICS Algebra Linear Nth Term. [13] FOIL. [13] Trial and Improvement. [13] Gradient of Perpendicular Lines. [16] Plotting Graphs. [19] Simple Factorising. [22] Factorising Quadratic Expressions. [22] Simultaneous Equations. [22] Expression, Equation, Formula, Identity. [22] Proportion Equations. [25] Quadratic Nth Term. [25] Inequalities. [25] Regions of Graphs. [25] Transformations of Functions. [28] Further Changing the Subject. [28] The Quadratic Formula. [28] Algebraic Fractions. [28] Geometry and Measure Symmetry. [1] Rotational Symmetry. [1] Translation with a Column Vector. [1] Mid-point of a Line. [5] Using Co-ordinates. [5] Transformations: Rotation. [10] Transformations: Reflection. [16] Transformations: Enlargement. [20] Congruent Shapes. [26] Angles in Polygons. [26] Circle Theorems. [26] Combining Transformations. [26] Trigonometric Graphs. [29] Statistics Probability as a Fraction. [14] Relative Frequency. [27] Combined Events. [27] Tree Diagrams. [27] Foundation Tier Intermediate Tier Higher Tier
Transcript of Pythagoras’ Theorem - Mathemateg
NUMERACY
Number
Multiples, Odd and Even
Numbers, Square
Numbers, Cube
Numbers. [1]
Place Value, Working
with Decimals. [4]
Calculating Percentages. [4]
Using Percentages. [4]
Square Root and Cube
Root. [6]
Factors and Prime
Numbers. [6]
Venn Diagrams. [6]
Index Form. [6]
Highest Common Factor,
Lowest Common Multiple. [6]
Directed Numbers. [10]
Decimals. [10]
Ratios. [11]
Fractions. [11]
Reciprocals. [11]
Rounding Off: Significant
Figures. [15]
Estimation. [15]
Compound Interest. [15]
Foreign Money. [15]
Household Bills. [15]
Rules of Indices. [19]
Standard Form. [19]
Efficient Percentage
Changes. [19]
Calculation. [21]
Recurring Decimals. [21]
Conversions. [21]
Upper and Lower
Bounds. [24]
Appropriate Degree of
Accuracy. [24]
Direct and Inverse
Proportion. [25]
Surds. [30]
APR, AER. [30]
Algebra
Plotting Co-ordinates in
the First Quadrant. [5]
Plotting Co-ordinates in
the Four Quadrants. [5]
Sequences. [7]
Forming Expressions. [7]
Substitution. [7]
Collecting Like
Terms. [7]
Solving Equations. [7]
Expanding Brackets. [13]
Solving Equations 2. [13]
Gradient of a Line. [16]
Straight Line Graphs. [16]
Gradient of
Parallel Lines. [16]
Travel Graphs. [17]
Changing the Subject. [22]
Pre-Calculus. [28]
Geometry and
Measure
Polygons,
Special Lines. [1]
The Clock, the Calendar,
Timetables. [1]
Types of Angles,
Measuring Angles,
Drawing Angles,
Calculating Angles,
Angles in a Triangle. [2]
Measures. [8]
Quadrilaterals. [8]
Perimeter and Area. [8]
Solids. [8]
Angles 2. [10]
Circle Terminology. [12]
Circumference and Area
of a Circle. [12]
Shapes on Isometric
Paper. [12]
Plans and Elevations. [12]
Pythagoras’ Theorem
(2-D). [12]
Scale Drawing. [12]
Bearings. [17]
Loci. [17]
Trigonometry of Right-
Angled Triangles. [20]
Tessellations. [20]
Perimeter and Area of
Composite Shapes. [20]
Solids. [23]
Dimensions. [23]
Composite Solids. [23]
Similar Shapes. [23]
Pythagoras’ Theorem
(3-D). [23]
Compound Measures. [24]
3-D
Trigonometry. [29]
The Sine Rule, The
Cosine Rule. [29]
Area of a
Triangle. [29]
Statistics
The Mean. [3]
The Range. [3]
Bar Charts. [3]
Mean of Grouped
Data. [3]
Pie Charts. [3]
The Mode. [9]
Pictograms. [9]
Vertical Line
Diagrams. [9]
Line Graphs. [9]
Probability in Words. [9]
The Median. [14]
The Median Class. [14]
The Interquartile
Range. [14]
Cumulative Frequency
Diagrams. [14]
Scatter Diagrams. [14]
Questionnaires. [18]
Sampling. [18]
Frequency Polygons. [18]
Box and Whisker
Diagrams. [18]
Comparing
Averages. [18]
Histograms. [30]
MATHEMATICS
Algebra
Linear Nth Term. [13]
FOIL. [13]
Trial and
Improvement. [13]
Gradient of Perpendicular
Lines. [16]
Plotting Graphs. [19]
Simple Factorising. [22]
Factorising Quadratic
Expressions. [22]
Simultaneous
Equations. [22]
Expression, Equation,
Formula, Identity. [22]
Proportion
Equations. [25]
Quadratic Nth Term. [25]
Inequalities. [25]
Regions of
Graphs. [25]
Transformations of
Functions. [28]
Further Changing the
Subject. [28]
The Quadratic
Formula. [28]
Algebraic Fractions.
[28]
Geometry and
Measure
Symmetry. [1]
Rotational Symmetry. [1]
Translation with a Column
Vector. [1]
Mid-point of a Line. [5]
Using Co-ordinates. [5]
Transformations:
Rotation. [10]
Transformations:
Reflection. [16]
Transformations:
Enlargement. [20]
Congruent Shapes. [26]
Angles in Polygons. [26]
Circle Theorems. [26]
Combining
Transformations. [26]
Trigonometric
Graphs. [29]
Statistics
Probability as a
Fraction. [14]
Relative Frequency. [27]
Combined Events. [27]
Tree Diagrams. [27]
Foundation Tier
Intermediate Tier
Higher Tier
NUMERACY
Number
Multiples, Odd and Even
Numbers, Square
Numbers, Cube
Numbers. [1]
Place Value, Working
with Decimals. [4]
Calculating Percentages. [4]
Using Percentages. [4]
Square Root and Cube
Root. [6]
Factors and Prime
Numbers. [6]
Venn Diagrams. [6]
Index Form. [6]
Highest Common Factor,
Lowest Common Multiple. [6]
Directed Numbers. [10]
Decimals. [10]
Ratios. [11]
Fractions. [11]
Reciprocals. [11]
Rounding Off: Significant
Figures. [15]
Estimation. [15]
Compound Interest. [15]
Foreign Money. [15]
Household Bills. [15]
Rules of Indices. [19]
Standard Form. [19]
Efficient Percentage
Changes. [19]
Calculation. [21]
Recurring Decimals. [21]
Conversions. [21]
Upper and Lower
Bounds. [24]
Appropriate Degree of
Accuracy. [24]
Direct and Inverse
Proportion. [25]
Surds. [30]
APR, AER. [30]
Algebra
Plotting Co-ordinates in
the First Quadrant. [5]
Plotting Co-ordinates in
the Four Quadrants. [5]
Sequences. [7]
Forming Expressions. [7]
Substitution. [7]
Collecting Like
Terms. [7]
Solving Equations. [7]
Expanding Brackets. [13]
Solving Equations 2. [13]
Gradient of a Line. [16]
Straight Line Graphs. [16]
Gradient of
Parallel Lines. [16]
Travel Graphs. [17]
Changing the Subject. [22]
Pre-Calculus. [28]
Geometry and
Measure
Polygons,
Special Lines. [1]
The Clock, the Calendar,
Timetables. [1]
Types of Angles,
Measuring Angles,
Drawing Angles,
Calculating Angles,
Angles in a Triangle. [2]
Measures. [8]
Quadrilaterals. [8]
Perimeter and Area. [8]
Solids. [8]
Angles 2. [10]
Circle Terminology. [12]
Circumference and Area
of a Circle. [12]
Shapes on Isometric
Paper. [12]
Plans and Elevations. [12]
Pythagoras’ Theorem
(2-D). [12]
Scale Drawing. [12]
Bearings. [17]
Loci. [17]
Trigonometry of Right-
Angled Triangles. [20]
Tessellations. [20]
Perimeter and Area of
Composite Shapes. [20]
Solids. [23]
Dimensions. [23]
Composite Solids. [23]
Similar Shapes. [23]
Pythagoras’ Theorem
(3-D). [23]
Compound Measures. [24]
3-D
Trigonometry. [29]
The Sine Rule, The
Cosine Rule. [29]
Area of a
Triangle. [29]
Statistics
The Mean. [3]
The Range. [3]
Bar Charts. [3]
Mean of Grouped
Data. [3]
Pie Charts. [3]
The Mode. [9]
Pictograms. [9]
Vertical Line
Diagrams. [9]
Line Graphs. [9]
Probability in Words. [9]
The Median. [14]
The Median Class. [14]
The Interquartile
Range. [14]
Cumulative Frequency
Diagrams. [14]
Scatter Diagrams. [14]
Questionnaires. [18]
Sampling. [18]
Frequency Polygons. [18]
Box and Whisker
Diagrams. [18]
Comparing
Averages. [18]
Histograms. [30]
MATHEMATICS
Algebra
Linear Nth Term. [13]
FOIL. [13]
Trial and
Improvement. [13]
Gradient of Perpendicular
Lines. [16]
Plotting Graphs. [19]
Simple Factorising. [22]
Factorising Quadratic
Expressions. [22]
Simultaneous
Equations. [22]
Expression, Equation,
Formula, Identity. [22]
Proportion
Equations. [25]
Quadratic Nth Term. [25]
Inequalities. [25]
Regions of
Graphs. [25]
Transformations of
Functions. [28]
Further Changing the
Subject. [28]
The Quadratic
Formula. [28]
Algebraic Fractions.
[28]
Geometry and
Measure
Symmetry. [1]
Rotational Symmetry. [1]
Translation with a Column
Vector. [1]
Mid-point of a Line. [5]
Using Co-ordinates. [5]
Transformations:
Rotation. [10]
Transformations:
Reflection. [16]
Transformations:
Enlargement. [20]
Congruent Shapes. [26]
Angles in Polygons. [26]
Circle Theorems. [26]
Combining
Transformations. [26]
Trigonometric
Graphs. [29]
Statistics
Probability as a
Fraction. [14]
Relative Frequency. [27]
Combined Events. [27]
Tree Diagrams. [27]
Foundation Tier
Intermediate Tier
Higher Tier
NUMERACY
Number
Multiples, Odd and Even
Numbers, Square
Numbers, Cube
Numbers. [1]
Place Value, Working
with Decimals. [4]
Calculating Percentages. [4]
Using Percentages. [4]
Square Root and Cube
Root. [6]
Factors and Prime
Numbers. [6]
Venn Diagrams. [6]
Index Form. [6]
Highest Common Factor,
Lowest Common Multiple. [6]
Directed Numbers. [10]
Decimals. [10]
Ratios. [11]
Fractions. [11]
Reciprocals. [11]
Rounding Off: Significant
Figures. [15]
Estimation. [15]
Compound Interest. [15]
Foreign Money. [15]
Household Bills. [15]
Rules of Indices. [19]
Standard Form. [19]
Efficient Percentage
Changes. [19]
Calculation. [21]
Recurring Decimals. [21]
Conversions. [21]
Upper and Lower
Bounds. [24]
Appropriate Degree of
Accuracy. [24]
Direct and Inverse
Proportion. [25]
Surds. [30]
APR, AER. [30]
Algebra
Plotting Co-ordinates in
the First Quadrant. [5]
Plotting Co-ordinates in
the Four Quadrants. [5]
Sequences. [7]
Forming Expressions. [7]
Substitution. [7]
Collecting Like
Terms. [7]
Solving Equations. [7]
Expanding Brackets. [13]
Solving Equations 2. [13]
Gradient of a Line. [16]
Straight Line Graphs. [16]
Gradient of
Parallel Lines. [16]
Travel Graphs. [17]
Changing the Subject. [22]
Pre-Calculus. [28]
Geometry and
Measure
Polygons,
Special Lines. [1]
The Clock, the Calendar,
Timetables. [1]
Types of Angles,
Measuring Angles,
Drawing Angles,
Calculating Angles,
Angles in a Triangle. [2]
Measures. [8]
Quadrilaterals. [8]
Perimeter and Area. [8]
Solids. [8]
Angles 2. [10]
Circle Terminology. [12]
Circumference and Area
of a Circle. [12]
Shapes on Isometric
Paper. [12]
Plans and Elevations. [12]
Pythagoras’ Theorem
(2-D). [12]
Scale Drawing. [12]
Bearings. [17]
Loci. [17]
Trigonometry of Right-
Angled Triangles. [20]
Tessellations. [20]
Perimeter and Area of
Composite Shapes. [20]
Solids. [23]
Dimensions. [23]
Composite Solids. [23]
Similar Shapes. [23]
Pythagoras’ Theorem
(3-D). [23]
Compound Measures. [24]
3-D
Trigonometry. [29]
The Sine Rule, The
Cosine Rule. [29]
Area of a
Triangle. [29]
Statistics
The Mean. [3]
The Range. [3]
Bar Charts. [3]
Mean of Grouped
Data. [3]
Pie Charts. [3]
The Mode. [9]
Pictograms. [9]
Vertical Line
Diagrams. [9]
Line Graphs. [9]
Probability in Words. [9]
The Median. [14]
The Median Class. [14]
The Interquartile
Range. [14]
Cumulative Frequency
Diagrams. [14]
Scatter Diagrams. [14]
Questionnaires. [18]
Sampling. [18]
Frequency Polygons. [18]
Box and Whisker
Diagrams. [18]
Comparing
Averages. [18]
Histograms. [30]
MATHEMATICS
Algebra
Linear Nth Term. [13]
FOIL. [13]
Trial and
Improvement. [13]
Gradient of Perpendicular
Lines. [16]
Plotting Graphs. [19]
Simple Factorising. [22]
Factorising Quadratic
Expressions. [22]
Simultaneous
Equations. [22]
Expression, Equation,
Formula, Identity. [22]
Proportion
Equations. [25]
Quadratic Nth Term. [25]
Inequalities. [25]
Regions of
Graphs. [25]
Transformations of
Functions. [28]
Further Changing the
Subject. [28]
The Quadratic
Formula. [28]
Algebraic Fractions.
[28]
Geometry and
Measure
Symmetry. [1]
Rotational Symmetry. [1]
Translation with a Column
Vector. [1]
Mid-point of a Line. [5]
Using Co-ordinates. [5]
Transformations:
Rotation. [10]
Transformations:
Reflection. [16]
Transformations:
Enlargement. [20]
Congruent Shapes. [26]
Angles in Polygons. [26]
Circle Theorems. [26]
Combining
Transformations. [26]
Trigonometric
Graphs. [29]
Statistics
Probability as a
Fraction. [14]
Relative Frequency. [27]
Combined Events. [27]
Tree Diagrams. [27]
Foundation Tier
Intermediate Tier
Higher Tier
NUMERACY
Number
Multiples, Odd and Even
Numbers, Square
Numbers, Cube
Numbers. [1]
Place Value, Working
with Decimals. [4]
Calculating Percentages. [4]
Using Percentages. [4]
Square Root and Cube
Root. [6]
Factors and Prime
Numbers. [6]
Venn Diagrams. [6]
Index Form. [6]
Highest Common Factor,
Lowest Common Multiple. [6]
Directed Numbers. [10]
Decimals. [10]
Ratios. [11]
Fractions. [11]
Reciprocals. [11]
Rounding Off: Significant
Figures. [15]
Estimation. [15]
Compound Interest. [15]
Foreign Money. [15]
Household Bills. [15]
Rules of Indices. [19]
Standard Form. [19]
Efficient Percentage
Changes. [19]
Calculation. [21]
Recurring Decimals. [21]
Conversions. [21]
Upper and Lower
Bounds. [24]
Appropriate Degree of
Accuracy. [24]
Direct and Inverse
Proportion. [25]
Surds. [30]
APR, AER. [30]
Algebra
Plotting Co-ordinates in
the First Quadrant. [5]
Plotting Co-ordinates in
the Four Quadrants. [5]
Sequences. [7]
Forming Expressions. [7]
Substitution. [7]
Collecting Like
Terms. [7]
Solving Equations. [7]
Expanding Brackets. [13]
Solving Equations 2. [13]
Gradient of a Line. [16]
Straight Line Graphs. [16]
Gradient of
Parallel Lines. [16]
Travel Graphs. [17]
Changing the Subject. [22]
Pre-Calculus. [28]
Geometry and
Measure
Polygons,
Special Lines. [1]
The Clock, the Calendar,
Timetables. [1]
Types of Angles,
Measuring Angles,
Drawing Angles,
Calculating Angles,
Angles in a Triangle. [2]
Measures. [8]
Quadrilaterals. [8]
Perimeter and Area. [8]
Solids. [8]
Angles 2. [10]
Circle Terminology. [12]
Circumference and Area
of a Circle. [12]
Shapes on Isometric
Paper. [12]
Plans and Elevations. [12]
Pythagoras’ Theorem
(2-D). [12]
Scale Drawing. [12]
Bearings. [17]
Loci. [17]
Trigonometry of Right-
Angled Triangles. [20]
Tessellations. [20]
Perimeter and Area of
Composite Shapes. [20]
Solids. [23]
Dimensions. [23]
Composite Solids. [23]
Similar Shapes. [23]
Pythagoras’ Theorem
(3-D). [23]
Compound Measures. [24]
3-D
Trigonometry. [29]
The Sine Rule, The
Cosine Rule. [29]
Area of a
Triangle. [29]
Statistics
The Mean. [3]
The Range. [3]
Bar Charts. [3]
Mean of Grouped
Data. [3]
Pie Charts. [3]
The Mode. [9]
Pictograms. [9]
Vertical Line
Diagrams. [9]
Line Graphs. [9]
Probability in Words. [9]
The Median. [14]
The Median Class. [14]
The Interquartile
Range. [14]
Cumulative Frequency
Diagrams. [14]
Scatter Diagrams. [14]
Questionnaires. [18]
Sampling. [18]
Frequency Polygons. [18]
Box and Whisker
Diagrams. [18]
Comparing
Averages. [18]
Histograms. [30]
MATHEMATICS
Algebra
Linear Nth Term. [13]
FOIL. [13]
Trial and
Improvement. [13]
Gradient of Perpendicular
Lines. [16]
Plotting Graphs. [19]
Simple Factorising. [22]
Factorising Quadratic
Expressions. [22]
Simultaneous
Equations. [22]
Expression, Equation,
Formula, Identity. [22]
Proportion
Equations. [25]
Quadratic Nth Term. [25]
Inequalities. [25]
Regions of
Graphs. [25]
Transformations of
Functions. [28]
Further Changing the
Subject. [28]
The Quadratic
Formula. [28]
Algebraic Fractions.
[28]
Geometry and
Measure
Symmetry. [1]
Rotational Symmetry. [1]
Translation with a Column
Vector. [1]
Mid-point of a Line. [5]
Using Co-ordinates. [5]
Transformations:
Rotation. [10]
Transformations:
Reflection. [16]
Transformations:
Enlargement. [20]
Congruent Shapes. [26]
Angles in Polygons. [26]
Circle Theorems. [26]
Combining
Transformations. [26]
Trigonometric
Graphs. [29]
Statistics
Probability as a
Fraction. [14]
Relative Frequency. [27]
Combined Events. [27]
Tree Diagrams. [27]
Foundation Tier
Intermediate Tier
Higher Tier
