A sequence is given by the rule n-12, where n represents the term in the sequence.
What is the 17th term in this sequence?
Oh, this is an easy one! If the rule is n-12, then to find the 17th term, we simply substitute n with 17 and subtract 12. That gives us 17-12, which equals... drumroll please... 5! So, the 17th term in this sequence is 5. Just like counting the fingers on one hand, easy peasy!
To find the 17th term in this sequence, we substitute n = 17 into the rule n - 12.
So, the 17th term in this sequence would be 17 - 12 = 5.
To find the 17th term in the given sequence, you can use the rule "n - 12" and substitute "n" with 17.
So, to calculate the 17th term:
17 - 12 = 5
Therefore, the 17th term in this sequence is 5.