# The `N^(th)` term of a sequence

The word term is difficult to understand because term can mean:

- a number
- a variable
- a number times one or more variables

So term could be `6` or `y` or `3xy`, but it is usually in a formula between a +ve and a -ve sign as:

`5x+3+8y`

(See our Mammoth memory definition of term)

However, in sequences term means number.

To remember what the `n^(th)` term is, remember one simple example and then the others will become obvious.

**NOTE:**

This sequence 2, 4, 6, 8 has to be one of the most famous sequences ever.

# The `N^(th)` term of a sequence

**NOTE:**

This is different to the definition of just the single word 'Term' this is the "`N^(th)` term"

To remember what the `n^(th)` term is, remember one simple example and then the others will become obvious.

This sequence 2, 4, 6, 8 has to be one of the most famous sequences ever.

`n^(th)` = Which number sequence

(N for number)

term = Read off the figure

(term can be +ve or -ve figures)

# The `N^(th)` term of a sequence

The word term is difficult to understand because term can mean:

- a number
- a variable
- a number times one or more variables

So term could be `6` or `y` or `3xy`, but it is usually in a formula between a +ve and a -ve sign as:

`5x+3+8y`

(See our Mammoth memory definition of term)

However, in sequences term means number.

**NOTE:**

This is different to the definition of just the single word 'Term' this is the "`N^(th)` term"

To remember what the `n^(th)` term is, remember one simple example and then the others will become obvious.

Remember what is in the blue box

**NOTE:**

This sequence 2, 4, 6, 8 has to be one of the most famous sequences ever.

`n^(th)` = Which number sequence

(N for number)

term = Read off the figure

(term can be +ve or -ve figures)