8, 19, 30, 41, 52, ….
Given the sequence above, what is the sum of the 15th and the 20th terms?  Choose one:	A) 324	B) 335	C) 346	D) 357	E) 379
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 15th term is 15 × 11 – 3 = 162   The 20th term is 20 × 11 – 3 = 220 – 3 = 217.   The sum of these two values is 376   The correct answer is choice (379).
<result>E</result>
8, 19, 30, 41, 52, ….
Given the sequence above, what is the sum of the 15th and the 20th terms?