Use the table to answer the question.

x
y

25 38
27 40
29 42
What equation represents the additive rule in the table?

(1 point)
Responses

y=x+13
y equals x plus 13

x=y+2
x equals y plus 2

y=x+2
y equals x plus 2

x=y+13
x equals y plus 13

1 answer

To find the equation that represents the additive rule in the table, we can examine the relationship between the values of \(x\) and \(y\).

From the given points in the table:

  • When \(x = 25\), \(y = 38\)
  • When \(x = 27\), \(y = 40\)
  • When \(x = 29\), \(y = 42\)

We can observe that \(y\) is consistently 13 greater than \(x\):

  • \(38 = 25 + 13\)
  • \(40 = 27 + 13\)
  • \(42 = 29 + 13\)

Thus, we can express this relationship in the form of an equation:

\[ y = x + 13 \]

Therefore, the correct response is:

y = x + 13.

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