Arithmetic
Geometric
What's the term?
Picture Sequence
100
100, 96, 92,...
Fill in the blank to create a true statement.
For the given sequence, -4 is the
___________ ____________
common difference
100
2, 8, 32, ...
Fill in the blank to create a true statement:
4 is called the common ________
4 is called the common ratio
100
5, 8, 11, ...
Determine the value of
a_25
a_25=5+3(24)
a_25=77
100
Draw the sixth term based on the given information.
200
What will the next three terms be?
63, 56, 49,...
...42,35,28
200
Determine the next three terms for the given geometric sequence:
2, 8, 32,...
128, 512, 2048
200
6, 12, 24, ...
If this pattern continues, what will the value of 12th term be?
a_12=6xx2^(11)
a_12=12288
200
Draw the sixth image in this sequence.
300
7,10,13,...
What are 3 different ways you can name 7 in this arithmetic sequence?
Initial term
First term
a_1
300
Determine the value of r for the given sequence:
1/2, 3/8, 9/32,...
r=3/4
300
| Day 1 | $10 |
| Day 2 | $13 |
| Day 3 | $16 |
| Day 4 | $19 |
If this pattern continues, how much will you expect at day 100?
a_100=10+3(99)
a_100=$307
300
How many black triangles should there be by the sixth term?
a_6=1xx3^5
a_6=243
400
5, 12, 19, ...
What will the 9th term be?
61
400
Write the recursive rule for the following sequence:
5, 20, 80, ...
a_n=(a_(n-1))xx4 or a_n=4xx(a_(n-1))
400
600, 580, 560, ...
Determine the value of
a_75
a_75=600-20(74)
a_75=-880
400
How many black squares will there be in the 10th term?
a_10=1xx2^9
a_10=512
500
1234, 1229, 1224,...
Determine the value of
a_100
a_100=739
500
Write the explicit rule for the following sequence:
4, 20, 100, ...
a_n=4xx5^((n-1))
500
16, 8, 4, ...
Determine the value of
a_100
a_100=16*(1/2)^99
a_100=1.3xx10^-29
500
How many squares is required to create the 27th term?
a_27=4+3(26)