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What is the twelfth term in the sequence with nth term formula 5/6+1/2n? Give your answer as a top-heavy fraction in its simplest form.

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Given:

The formula for nth term of a sequence is:


(5)/(6)+(1)/(2)n

To find:

The 12th term in the given sequence.

Solution:

Consider the formula for nth term of a sequence:


a_n=(5)/(6)+(1)/(2)n

Putting
n=12, we get


a_(12)=(5)/(6)+(1)/(2){12}


a_(12)=(5)/(6)+6


a_(12)=(5+36)/(6)


a_(12)=(41)/(6)

Therefore, the 12th in the given sequence is
(41)/(6).

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