Recognise irrational numbers in applied contexts, including 𝜋 and numbers that develop from the square root of positive real numbers that are not perfect squares, and recognise that irrational numbers cannot develop from the division of integer values by natural numbers for Year 8

1 - 9 of 9 results
G8G9
Number and algebra | Estimate square roots of whole numbers
Estimate square roots of whole numbers
Number and algebra
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G7G9
Number and algebra | Use radicals to represent side lengths of squares
Use radicals to represent side lengths of squares
Number and algebra
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G8G9
Number and algebra | Identify rational and irrational numbers
Identify rational and irrational numbers
Number and algebra
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G8G9
Number and algebra | Convert repeating decimals into fractions
Convert repeating decimals into fractions
Number and algebra
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G8G9
Number and algebra | Estimate the value of square roots of numbers
Estimate the value of square roots of numbers
Number and algebra
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G8G9
Number and algebra | Represent repeating decimals with repeating notation
Represent repeating decimals with repeating notation
Number and algebra
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G8G9
Number and algebra | Identify segments with irrational lengths
Identify segments with irrational lengths
Number and algebra
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G8G9
Number and algebra | Add and subtract repeating decimals
Add and subtract repeating decimals
Number and algebra
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G7G9
Number and algebra | Use geometric arguments to show that π is between 3 and 4
Use geometric arguments to show that π is between 3 and 4
Number and algebra
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Recognise irrational numbers in applied contexts, including 𝜋 and numbers that develop from the square root of positive real numbers that are not perfect squares, and recognise that irrational numbers cannot develop from the division of integer values by natural numbers
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