Beck Alexander
10/11/2024 · Middle School
2) \( \left(2 x^{\prime}+23\right)(8 x+2) \) and \( (20 x-\$ 2) \) ate throe conseculive terms of an arithmetic sequence. Prove that the compmon differcice or the sequence is 12
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The common difference \( d \) of the arithmetic sequence formed by the terms \( (2x' + 23)(8x + 2) \) and \( (20x - 2) \) is derived as \( d = -164x - 16x x' - 4x' - 48 \). To prove that \( d = 12 \), specific values for \( x \) and \( x' \) are needed.
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