The middle tribe of Arithmetic Sequence

A sequence of numbers that has a middle term when many of its tribes are odd. If the c or U_c term is the middle term, then the number of terms is (2c - 1) and the last term is the (2c - 1) or U_{(2c - 1)}.

The Middle tribe of Arithmetic Sequence Formula

Information
c = Central

Example Question of The middle tribe of Arithmetic Sequence

Please determine the middle term of 8, 14, 20, 26, ... 224!

Answer:
From the arithmetic sequence 8, 14, 20, 26, ... 224 are obtained by the difference of each tribe b = 6, the first term a = 8 and the last tribe 224, the relationship is obtained:
U_early = 8
U_end = 224

So the middle tribe of the arithmetic sequence of 8, 14, 20, 26, ... 224 is 166.

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