Question

Consider a pattern that begins with 180 and each consecutive number is 19 less than the previous term. What are the first five terms of this pattern? A. 180, 161, 142, 123, 104 B. 180, 199, 218, 237, 256 C. 180, 151, 122, 93, 64 D. 161, 142, 123, 104, 85

Answer 1

C is the correct answer. Hope that helped.

Answer 2

Answer:

Option A .180, 161, 142, 123, 104.........

Step-by-step explanation:

A pattern that begins with 180 and each consecutive number is 19 less than the previous term.

So the given sequence will be arithmetic sequence with a common difference = (-19)

Since first term of this sequence is 180 then the sequence will be

180, [ (180 - 19) = 161 ], [ (161 - 19) = 142 ], [ (142 - 19) = 123 ], [ (123 - 19) = 104 ]

180, 161, 142, 123, 104.........

Therefore, Option A is the correct answer.