8, 19, 30, 41, 52, ….
Given the sequence above, what is the sum of the 14th and the 20th terms?  Choose the correct choice from the following
A) 324	B) 335	C) 346	D) 357	E) 368
The first term is 8 = 11 – 3. The second term is 19 = 22 – 3, the third term is 30 = 3 × 11 – 3, the fourth term is 41 = 4 × 11 – 3, etc.   Thus, 11n – 3 describes the values in the sequence where n is the number of the term.   The 14th term is 14 × 11 – 3 = 151.   The 20th term is 20 × 11 – 3 = 220 – 3 = 217.   The sum of these two values is 368.   The correct answer is choice (368).
<result>E</result>
8, 19, 30, 41, 52, ….
Given the sequence above, what is the sum of the 14th and the 20th terms?