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Answer :
Final answer:
Identifying and listing the next three terms for each given sequence: arithmetic sequence a and b, geometric sequence c and d, and arithmetic sequence e.
Explanation:
a. Arithmetic Sequence
The common difference in this sequence is 4, so we add 4 to each term to get the next three terms: 17, 21, 25.
b. Arithmetic Sequence
The common difference in this sequence is 50, so we add 50 to each term to get the next three terms: 220, 270, 320.
c. Geometric Sequence
The common ratio in this sequence is 3, so we multiply each term by 3 to get the next three terms: 27, 81, 243.
d. Geometric Sequence
The common ratio in this sequence is 1000, so we multiply each term by 1000 to get the next three terms: 10^9, 10^11, 10^13.
e. Arithmetic Sequence
The common difference in this sequence is 2^30, so we add 2^30 to each term to get the next three terms: 193 + 10 * 2^30, 193 + 11 * 2^30, 193 + 12 * 2^30.
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