Finding the term-to-term rule

Maths

A rule which connects the position number to each term.

A rule which gives us the nth term in the sequence.

A rule which illustrates how to get from one term to the next.

Which best describes the term-to-term rule?

Which sequences starts at 2 and has a term-term-term rule of multiply by 3?

Which sequence starts at -1 and has a term-to-term rule of multiply by -4?

What is the term-to-term rule of the sequence 60, 30, 15, 7.5, 3.75, ...?

What is the term-to-term rule of the sequence -2, 4, 16, 256, ...?

A sequence of numbers with a constant difference between each term.

A sequence where we can easily find the nth term.

A sequence where we cannot find the nth term.

Which definition best describes an arithmetic sequence?

Which of the following is NOT an arithmetic sequence?

Arithmetic sequences cannot have decimal numbers in them.

Arithmetic sequences cannot have negative numbers in them.

It is impossible to find the nth term of a sequence that isn't arithmetic.

It is possible to find the nth term of a sequence that isn't arithmetic.

Which of the following statements is true?

How many squares does the next term in this sequence have?

What is the nth term of the sequence in the image?