Term Value from Equation for Increasing Arithmetic Pattern (Level 2)

This topic focuses on finding the term value from the equation for increasing arithmetic patterns. It includes questions where learners are given an arithmetic sequence equation and must determine the specific term value for a given position 'n' in the sequence. Each question provides multiple choice answers, testing the student's ability to apply the sequence formula correctly to find the term and reinforcing their understanding of arithmetic sequences in a more advanced context.

Work on practice problems directly here, or download the printable pdf worksheet to practice offline.

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Patterning - Term Value from Equation for Increasing Arithmetic Pattern Worksheet

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Patterning - Term Value from Equation for Increasing Arithmetic Pattern
1
Find the term for n=8 given this pattern equation
A LaTex expression showing a sub n = 1 + 2(n-1)
a
15
b
128
c
36
d
29
e
-13
f
14
2
Find the term for n=12 given this pattern equation
A LaTex expression showing a sub n = 1 + 4(n-1)
a
49
b
1
c
45
d
40
e
47
f
46
3
Find the term for n=11 given this pattern equation
A LaTex expression showing a sub n = 1 + 5(n-1)
a
-49
b
9,765,625
c
71
d
51
e
48
f
54
4
Find the term for n=12 given this pattern equation
A LaTex expression showing a sub n = 2 + 5(n-1)
a
52
b
46
c
90
d
97,656,250
e
57
f
54
5
Find the term for n=13 given this pattern equation
A LaTex expression showing a sub n = 3 + 2(n-1)
a
-9
b
27
c
23
d
12,288
e
28
f
-21
6
Find the term for n=9 given this pattern equation
A LaTex expression showing a sub n = 2 + 3(n-1)
a
25
b
26
c
29
d
23
e
13,122
f
-22
7
Find the term for n=9 given this pattern equation
A LaTex expression showing a sub n = 1 + 6(n-1)
a
52
b
17
c
-47
d
49
e
1,679,616
f
33
8
Find the term for n=10 given this pattern equation
A LaTex expression showing a sub n = 2 + 2(n-1)
a
1,024
b
16
c
2
d
20
e
22
f
18