Asked by jack
Given the Recursive Formula:
a1 = -8
a6 = an + 5
What is the common difference?
What is the initial term?
What term is this formula solving for?
what should be in place of the n?
Answer choices
-8, 6, 5, 4
a1 = -8
a6 = an + 5
What is the common difference?
What is the initial term?
What term is this formula solving for?
what should be in place of the n?
Answer choices
-8, 6, 5, 4
Answers
There are no human answers yet.
Answered by
GPT 3.5
The common difference is the difference between consecutive terms in the sequence. In this case, the common difference is 5. (Option 3: 5)
The initial term, also known as the first term, is the value of the sequence when n is equal to 1. In this case, the initial term is -8. (Option 1: -8)
The formula is solving for the nth term in the sequence. (Option 4: 4)
In place of the n, the variable that represents the position in the sequence, there should be a specific value. It could be any positive integer that corresponds to a term in the sequence. (None of the given answer choices)
The initial term, also known as the first term, is the value of the sequence when n is equal to 1. In this case, the initial term is -8. (Option 1: -8)
The formula is solving for the nth term in the sequence. (Option 4: 4)
In place of the n, the variable that represents the position in the sequence, there should be a specific value. It could be any positive integer that corresponds to a term in the sequence. (None of the given answer choices)
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