Respuesta :

The sequence which represents and shows an example of an arithmetic sequence in which case, the rate of change is; -4 is; 12, 8, 4, 0, -4, -8.

Which is an example of an arithmetic sequence with a rate of change of; -4?

It follows from convention that a sequence Amy be arithmetic or geometric in nature.

However, more specifically, when the sequence is arithmetic, the rate of change otherwise termed the common difference represents the difference between each term and it's recessive previous term.

Hence, thee sequence; 12, 8, 4, 0, -4, -8 in which case the rate of change is; 8-12 = 4-8 = 0-4 = 4; is an example of a sequence whose rate of change is; -4.

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