If the $1^{s t}$ terms of a series is $7$ and $13^{t h}$ terms is $35$ . Find the sum of $13$ terms of the sequence.

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1 (3) + 3 (5) + 5 (7) + \dots \dots

35

p^{t h}

\frac{p}{7} + 2

n^{t h}

n

2 + 5 + 13 + 35 + . . . .

4, 13, 35, 94, 262, 755, . . . .

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If the 1st terms of a series is 7 and 13th terms is 35. Find the sum of 13 terms of the sequence.