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6Year 6 Standards
Top Mathematicians
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Geometry & Measurement
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6.GM.1.1
Measurement
• Measure at a level of precision appropriate to the task.
• Apply the relationships between units in the metric system, including the units for measuring different attributes and derived measures.
• Calculate volumes, including prisms, pyramids, cones, and spheres, using formulae. -
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6.17Convert Time Units5
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6.18Find the Change in Time I20
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6.19Change in Time Review20
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6.20Which Metric Unit Is Appropriate?5
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6.21Compare and Convert Metric Units5
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6.22Convert Mixed Metric Units5
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6.GM.1.2
Shape
• Deduce and apply the angle properties related to circles.
• Recognise when shapes are similar and use proportional reasoning to fi nd an unknown length.
• Use trigonometric ratios and Pythagoras’ theorem in two and three dimensions. -
6.GM.1.3
Position and orientation
• Use a co-ordinate plane or map to show points in common and areas contained by two or more loci. -
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6.26Which Shape Is Described?5
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6.27Number of Sides in Polygons5
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6.28Which 2 Dimensional Shape Is Described?5
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6.29Regular and Irregular Polygons5
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6.30Types of Triangles5
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6.31Classify Quadrilateral Shapes5
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6.32Identify Simple and Complex Solid Shapes5
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6.33Identify Planar and Solid Shapes5
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6.GM.1.4
Transformation
• Compare and apply single and multiple transformations.
• Analyse symmetrical patterns by the transformations used to create them.
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6.GM.1.1
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Number and Algebra
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6.NA.1.1
Number strategies and knowledge
• Apply direct and inverse relationships with linear proportions.
• Extend powers to include integers and fractions.
• Apply everyday compounding rates.
• Find optimal solutions, using numerical approaches. -
6.NA.1.2
Equations and expressions
• Form and solve linear equations and inequations, quadratic and simple exponential equations, and simultaneous equations with two unknowns. -
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6.6Patterns of Equivalent Fractions20
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6.7Increasing Growth Patterns15
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6.8Geometric Growth Patterns15
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6.9Counting and Number Patterns: Skip-Counting Sequences20
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6.10Numeric Patterns15
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6.NA.1.3
Patterns and relationships
• Generalise the properties of operations with rational numbers, including the properties of exponents.
• Relate graphs, tables, and equations to linear, quadratic, and simple exponential relationships found in number and spatial patterns.
• Relate rate of change to the gradient of a graph. -
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6.7Increasing Growth Patterns15
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6.8Geometric Growth Patterns15
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6.9Counting and Number Patterns: Skip-Counting Sequences20
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6.11Function Tables15
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6.12Write Linear Functions10
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6.13Convert Graphs to Input/Output Tables5
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6.14Graph Linear Functions15
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6.15Graph a Line from a Function Table10
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6.16Graph a Line from an Equation10
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6.NA.1.1
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Statistics
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6.S.1.1
Statistical investigation
• Plan and conduct investigations using the statistical enquiry cycle:
– justifying the variables and measures used;
– managing sources of variation, including through the use of random sampling;
– identifying and communicating features in context (trends, relationships between variables, and differences within and between distributions), using multiple displays;
– making informal inferences about populations from sample data;
– justifying findings, using displays and measures -
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6.S.1.2
Statistical literacy
• Evaluate statistical reports in the media by relating the displays, statistics, processes, and probabilities used to the claims made. -
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6.13Convert Graphs to Input/Output Tables5
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6.43Interpret Line Graphs5
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6.44Create Line Graphs5
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6.45Interpret Line Plots with Up to 5 Data Points5
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6.46Interpret Line Plots5
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6.47Interpret Line Plots with Numbers Up to 405
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6.48Create Line Plots5
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6.49Create Line Plots II5
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6.50Create Bar Graphs Using Tables5
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6.51Create Bar Graphs5
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6.52Create Pictographs5
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6.53Create Histograms5
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6.54Choose the Best Graph Type5
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6.55Interpret Bar Graphs20
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6.56Interpret Pictographs20
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6.57Interpret Histograms5
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6.58Create Frequency Tables5
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6.59Stem-And-Leaf Plots5
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6.60Circle Graphs with Fractions5
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6.S.1.3
Probability
• Investigate situations that involve elements of chance:
– comparing discrete theoretical distributions and experimental distributions, appreciating the role of sample size;
– calculating probabilities in discrete situations. -
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6.61Probability of Simple Events5
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6.62Probability Problems5
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6.63Making Predictions5
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6.64Prediction Problems5
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6.65Combination and Permutation Notation10
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6.S.1.1