What is the rule for the number pattern \({5}\), \({9}\), \({13}\), \({17}\), \({...}\)?
Multiply by \({5}\)
Multiply by \({4}\)
Add \({4}\)
What's the common difference in the sequence \({6}\), \({8.5}\), \({11}\), \({13.5}\), \({...}\)?
\[{2.5}\]
\[{5}\]
\[{1.5}\]
Calculate the rule for finding the number of legs (L) on any number of spiders (S).
L = 2S
S = 8L
L = 8S
Find the rule to calculate the nth term of the following sequence:
9, 13, 17, 21.
\[4n\]
\[4n + 5\]
\[4n - 5\]
What's the \({n}^{th}\) term in the sequence \({7}\), \({14}\), \({21}\), \({28}\), \({...}\)?
\[{7}\]
\[{7n}\]
\[{2}\]
What's the \({n}^{th}\) term in the sequence \({9}\), \({16}\), \({23}\), \({30}\), \({...}\)?
\[{7n}+{2}\]
\[{7n}-{5}\]
The \({n}^{th}\) term in a sequence is \({3n}-{10}\). What's the \({10}^{th}\) term?
\[{3}\]
\[{20}\]
\[{10}\]
Find the 100th term of the sequence shown in the table below:
898
900
902
1, 5, 9, 13
S = 4n -3
S = 4n +2
S = 4n -6
What's the \({1,000}^{th}\) term in the sequence \({3}\), \({7}\), \({11}\), \({...}\)?
\[{3,000}\]
\[{3,999}\]
\[{3,003}\]