Answer :
Final answer:
The sequence of 145 green dots in each row of a modern art painting is a constant sequence because the number of green dots stays the same in every row.
Explanation:
The sequence provided in the question, where there are equal number of green dots in multiple rows (i.e., 145 green dots in each row), is an example of a Constant sequence. In a constant sequence, the difference between consecutive terms is always zero, implying that each term in this sequence is equal to the preceding one. Hence, here, the number of green dots in each row makes a constant sequence, as the same number, 145, is repeated in every row.
Learn more about Constant Sequence here:
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