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Cards (29)
Number Sequence
A set of
numbers
in a given
order
Term
Each
number
in a
sequence
Arithmetic Sequence
A sequence which adds or
subtracts
the same
number
between each term
Arithmetic Sequence
21
, 14,
7
, 0 (subtracted 7 each time)
Geometric
Sequence
A sequence with a
constant multiplier
between each term
Geometric
Sequence
10
, 20, 30, 40 (multiplied by
10
each time)
Triangular Sequence
The number of
dots
in a triangular
prism
Triangular Sequence
3
, 6,
10
Archie
Sequence
Each term has the sum of the first
2
numbers
Archie Sequence
2, 6, 27, 46
Number Sequence
A set of
numbers
in a given
order
Term
Each
number
in a
sequence
Arithmetic Sequence
A sequence which adds or
subtracts
the same
number
between each term
Arithmetic Sequence
21
, 14,
7
, 0 - I subtracted 7 every time
Geometric
Sequence
A sequence with a
constant multiplier
between each term
Geometric Sequence
10,
20
, 30,
40
- I multiplied the number by 2 each time
Triangular Sequence
The number of
dots
in a triangular
prism
Triangular Sequence
3
, 6,
10
Fibonacci
Sequence
Each term has the sum of the first
2
numbers
Fibonacci
Sequence
2
, 4, 6,
10
Generating Sequences
1. Write the
'Nth
term' formula to find any
number
in the sequence
2. Replace
'n'
with the term
number
you want to find
Nth term
formula
A formula that helps you find any
number
in a
sequence
Nth term formula
2n
+
5
Finding the Nth term
1. Find the
difference
between each term
2. Place the
difference
in front of 'n'
3. Workout the
new
sequence
4. Make the Nth term
equal
the number you want
Finding the Nth term
The 8th term is
26
, the 12th term is
42
, what is the 14th term?
Adding Sequences
1.
Add
if the symbols are the same
2.
Subtract
if the symbols are different
Adding Sequences
12 + (
-2
) = 10
-21 - (-6) =
-15
Sequences
A sequence is a set of
numbers
that follow a specific pattern
Finding the nth term of a sequence
1. Step 1: Find the
difference
between the 8th and 12th terms
2. Step 2: Use the
difference
to find the
formula
for the nth term