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5 votes
In an arithmetic sequence a^7 −2a^4 = 1, a^3 = 0. Find the common difference

asked
User PJvG
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7.5k points

1 Answer

2 votes

Final answer:

The given information does not pertain to an arithmetic sequence, hence it is not possible to determine the common difference as the term a^3 = 0 suggests that 'a' is zero.

Step-by-step explanation:

The question contains a typo and does not reflect an arithmetic sequence. Instead, it appears to present an equation in the form of a^7 - 2a^4 = 1, where also a^3 = 0. To find the common difference of an arithmetic sequence, one would need two or more consecutive terms of the sequence or a formulaic representation of the sequence that includes the common difference (usually denoted by 'd').

Since the provided information does not match the criteria for an arithmetic sequence, and considering a^3 = 0 likely indicates that 'a' is zero (rendering the arithmetic sequence a constant), it is not possible to determine the common difference from the given information.

answered
User Erik Shilts
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8.8k points
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