I can identify through the n^th term whether a value appears in a given sequence.
I can identify through the n^th term whether a value appears in a given sequence.
Arithmetic sequence - An arithmetic (or linear) sequence is a sequence where the difference between successive terms is a constant.
N^th term - The n^th term of a sequence is the position of a term in a sequence where n stands for the term number.
As long as the equation can be solved, the value will be in the sequence.
For the value to be in the sequence, the value for $$n$$ must be a positive integer. If it is not, then the value is not in the sequence as the term number must be a positive integer.
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$$x=1$$ -Â $$y=-2$$
$$x=2$$ -Â $$y=-9$$
$$x=3$$ -Â $$y=-16$$
$$x=4$$ -Â $$y=-23$$
$$x=5$$ -Â $$y=-30$$
$$x=10$$ -Â $$y=-65$$
