The explicit rule for an arithmetic sequence is An=20/3 / 1/3 (n-1)

What is the value of the 89th term?

Question

Mathematics

Nikhil Meadows

1 September, 19:32

The explicit rule for an arithmetic sequence is An=20/3 / 1/3 (n-1)

What is the value of the 89th term?

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Answers (1)

Know the Answer?

Jaida Herring · Answer 1

We are to solve for the 89 term of the Arithmetic equation given below:

An = 20/3 + 1/3 (n-1)

Replacing n with 89, we have:

An = 20/3 + 1/3 (89-1)

An = 20/3 + 1/3 (88)

An = 20/3 + 88/3

An = 108/3

An = 36

The 89th term is 36.

The explicit rule for an arithmetic sequence is An=20/3 / 1/3 (n-1)What is the value of the 89th term?

The explicit rule for an arithmetic sequence is An=20/3 / 1/3 (n-1)

What is the value of the 89th term?