Ziva applied the following transformation to the provided ordered pair.

Question

Step one: (x, y) -> ( x + 11, y - 5)

Step two: A (-1, 0) -> (-1 +11, 0 - 5)

Step three: A (-1, 0) -> A’ (10, 0)

An error was (in none of the steps, step two, step 3).

Question 5 options:

in none of the steps

step two

step 3

Answer 1

Let's analyze the transformation step by step:

1. Given the ordered pair A (-1, 0).

2. According to step one, the transformation is applied: (x, y) -> (x + 11, y - 5). So for A:

   • x becomes -1 + 11 = 10
   • y becomes 0 - 5 = -5

3. Therefore, A’ after applying the transformation should be (10, -5) and not (10, 0).

Now, let's evaluate the options given regarding errors:

• "In none of the steps": This is incorrect because there is indeed an error in the transformation.
• "Step two": This is not where the error lies; the calculations done in step two are correct based on the transformation.
• "Step three": This is correct as the error is here since it incorrectly states A’ as (10, 0) instead of (10, -5).

Based on this analysis, the correct choice is:

step 3