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Sequences

1 - 47 of 47 results
G2
Sequences | Game: Skip count by 2 to 6 (forwards and backwards, short version)
Game: Skip count by 2 to 6 (forwards and backwards, short version)
up to 50
Sequences
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G3
Sequences | Complete arithmetic sequences
Complete arithmetic sequences
up to 100
Sequences
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G2
Sequences | Use subitizing and multiplication to count objects
Use subitizing and multiplication to count objects
up to 10
Sequences
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G3
Sequences | Game: Skip count by 2 to 10 (forwards and backwards)
Game: Skip count by 2 to 10 (forwards and backwards)
up to 100
Sequences
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G3
Sequences | Complete arithmetic sequences (two missing terms)
Complete arithmetic sequences (two missing terms)
up to 100
Sequences
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G5
Sequences | Complete arithmetic sequences (two missing terms, decimals)
Complete arithmetic sequences (two missing terms, decimals)
two decimal places
Sequences
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G3
Sequences | Game: Skip count by 2 to 12 (forwards and backwards)
Game: Skip count by 2 to 12 (forwards and backwards)
up to 144
Sequences
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G3
Sequences | Game: Skip count by 2 to 6 (forwards and backwards)
Game: Skip count by 2 to 6 (forwards and backwards)
up to 50
Sequences
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G2
Sequences | Count up by 2
Count up by 2
up to 20
Sequences
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G2
Sequences | Skip count by 3
Skip count by 3
up to 50
Sequences
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G3
Sequences | Skip count (number line)
Skip count (number line)
up to 1000
Sequences
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G2
Sequences | Skip count by 5 (number line)
Skip count by 5 (number line)
up to 100
Sequences
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G9
Sequences | Determine a recursive formula for a sequence
Determine a recursive formula for a sequence
Sequences
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G8
Mathematical thinking | Use a flow chart to build the Collatz Sequence
Use a flow chart to build the Collatz Sequence
Mathematical thinking
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G1G3
Sequences | Complete arithmetic sequences (by multiples of 10)
Complete arithmetic sequences (by multiples of 10)
up to 100
Sequences
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G8
Mathematical thinking | Interpret flow charts used to build sequences
Interpret flow charts used to build sequences
Mathematical thinking
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G8
Sequences | Identify sequence relationships with images and words
Identify sequence relationships with images and words
Sequences
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KG1
Sequences | Complete arithmetic sequences (by 1)
Complete arithmetic sequences (by 1)
up to 20
Sequences
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G2
Sequences | Complete arithmetic sequences (by 2)
Complete arithmetic sequences (by 2)
up to 20
Sequences
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G8
Sequences | Continue and extend visual sequences
Continue and extend visual sequences
Sequences
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G8
Sequences | Complete and continue visual sequences
Complete and continue visual sequences
Sequences
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G3
Sequences | Complete arithmetic sequences (by 5 and 10)
Complete arithmetic sequences (by 5 and 10)
up to 100
Sequences
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G3
Sequences | Complete arithmetic sequences (by 2 to 5)
Complete arithmetic sequences (by 2 to 5)
up to 50
Sequences
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G3
Sequences | Complete arithmetic sequences (by 2)
Complete arithmetic sequences (by 2)
up to 100
Sequences
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G3
Sequences | Complete arithmetic sequences (by 10)
Complete arithmetic sequences (by 10)
up to 100
Sequences
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G3
Sequences | Complete arithmetic sequences (by 10 and 100)
Complete arithmetic sequences (by 10 and 100)
up to 1000
Sequences
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G3
Sequences | Complete arithmetic sequences (by 5 to 9)
Complete arithmetic sequences (by 5 to 9)
up to 100
Sequences
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G3
Sequences | Complete arithmetic sequences (by 5 to 9)
Complete arithmetic sequences (by 5 to 9)
up to 50
Sequences
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G3
Sequences | Complete arithmetic sequences (by 2 to 5)
Complete arithmetic sequences (by 2 to 5)
up to 1000
Sequences
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G3
Sequences | Complete arithmetic sequences (by 5 to 9)
Complete arithmetic sequences (by 5 to 9)
up to 1000
Sequences
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G7
Sequences | Use the sieve of Eratosthenes to find all prime numbers less than 100
Use the sieve of Eratosthenes to find all prime numbers less than 100
up to 100
Sequences
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G9
Sequences | Distinguish between position and value in arithmetic sequences
Distinguish between position and value in arithmetic sequences
Sequences
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G9
Sequences | Describe how sequences are related using equations
Describe how sequences are related using equations
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G9
Sequences | Represent the first terms of a sequence with different formulas and determine where they diverge
Represent the first terms of a sequence with different formulas and determine where they diverge
Sequences
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G9
Sequences | Find multiple equivalent formulas for the same sequence
Find multiple equivalent formulas for the same sequence
Sequences
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G8
Sequences | Match visual sequences with verbal descriptions
Match visual sequences with verbal descriptions
Sequences
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G8
Sequences | Derive and use an explicit formula for the triangular numbers from a recursive representation of the sequence
Derive and use an explicit formula for the triangular numbers from a recursive representation of the sequence
Sequences
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G8
Mathematical thinking | Use a flow chart to find sequences of consecutive leap years
Use a flow chart to find sequences of consecutive leap years
Mathematical thinking
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G8
Mathematical thinking | Use flow charts to build sequences
Use flow charts to build sequences
Mathematical thinking
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G3
Sequences | Complete arithmetic sequences (by 11 to 15)
Complete arithmetic sequences (by 11 to 15)
up to 100
Sequences
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G9
Sequences | Calculate the value of terms in a sequence with a formula
Calculate the value of terms in a sequence with a formula
recursivelinearquadratic
Sequences
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G9
Sequences | Find explicit formulas for sequences from their recursive formulas
Find explicit formulas for sequences from their recursive formulas
Sequences
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G9
Sequences | Represent sequence regularity with algebraic expressions in multiple ways
Represent sequence regularity with algebraic expressions in multiple ways
linear
Sequences
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G3
Sequences | Complete arithmetic sequences (by 2 to 5)
Complete arithmetic sequences (by 2 to 5)
up to 100
Sequences
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G4
Sequences | Complete geometric sequences
Complete geometric sequences
up to 100
Sequences
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G4
Sequences | Complete arithmetic and geometric sequences
Complete arithmetic and geometric sequences
up to 1000
Sequences
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G3
Sequences | Complete arithmetic sequences (by 11 to 15)
Complete arithmetic sequences (by 11 to 15)
up to 1000
Sequences
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