To show that arithmetic sequence formulas have the same structure as linear functions, choose the linear function equation that has the same structure as the arithmetic sequence an=6+(n−1)⋅8 .(1 point)
Responses
y=8x+6
y equals 8 x plus 6
y=2x−8
y equals 2 x minus 8
y=6x+8
y equals 6 x plus 8
y=8x−2
y equals 8 x minus 2
Skip to navigation
page 23 of 23
To find the linear function equation that has the same structure as the arithmetic sequence formula an=6+(n−1)⋅8, we can rewrite the arithmetic sequence formula in the form y = mx + b.
So, an = 6 + (n - 1) * 8 can be written as y = 8x + 6.
Therefore, the linear function equation that has the same structure as the arithmetic sequence formula is y = 8x + 6.