Nonnumeric and numeric patterns

Front

What is a nonnumeric pattern?

Back

A nonnumeric pattern is a sequence or arrangement that does not involve numbers, often represented through shapes, colors, or symbols.

Front

What is a numeric pattern?

Back

A numeric pattern is a sequence of numbers that follows a specific rule or formula, such as arithmetic or geometric sequences.

Front

Define 'growing pattern'.

Back

A growing pattern is a sequence where each term increases by a consistent amount or follows a specific rule that results in larger values.

Front

Define 'repeating pattern'.

Back

A repeating pattern is a sequence where a specific set of elements recurs in the same order, creating a cycle.

Front

What is the next term in the sequence 2, 4, 8, 16?

Back

The next term is 32, as the pattern doubles each time.

Front

How do you identify a growing pattern?

Back

To identify a growing pattern, look for a consistent increase in the values or elements in the sequence.

Front

What is the rule for the pattern 120, 122, 124, ____, 128, 130?

Back

The rule is to add 2 to each term, indicating a growing pattern.

Front

What is the next shape in the sequence: ∩, ⋀, ∩, ⋀, __?

Back

The next shape is ∩, as the pattern alternates between ∩ and ⋀.

Front

How do you find the next term in a numeric pattern?

Back

To find the next term, identify the rule governing the pattern (addition, multiplication, etc.) and apply it to the last known term.

Front

What is a geometric sequence?

Back

A geometric sequence is a numeric pattern where each term is found by multiplying the previous term by a fixed, non-zero number.