
Select the correct answer.

A triangle ABC with points corresponding to A(-6,4), B(-4,6) and C(-2,-2).

ΔABC will undergo two transformations to give ΔA′B′C′. Which pair of

It seems that your question got cut off. However, I can help you analyze transformations of a triangle, specifically with points A(-6, 4), B(-4, 6), and C(-2, -2), as they undergo transformations. Could you please provide the complete question or clarify the specific transformations you're asking about?

Once I have more details, I can guide you through determining the correct answer!

Would you like to proceed with some example transformations? Let me know if you have any questions! Here are 5 relative questions based on transformations that you might consider:

1. What are the rules for performing a translation on the coordinates of a triangle?
2. How do you find the coordinates of a triangle after a reflection across the x-axis?
3. How do you rotate a triangle 90 degrees around the origin?
4. What is the impact of dilation on the coordinates of a triangle?
5. How do you combine multiple transformations, such as a rotation followed by a translation?

**Tip**: When combining transformations, always apply them in the specified order—e.g., rotation first, then translation.

A triangle ABC with points corresponding to A(-6,4), B(-4,6) and C(-2,-2). ΔABC will undergo two transformations to give ΔA′B′C′. Which pair of transformations?

Explore how triangle ABC, with vertices at A(-6, 4), B(-4, 6), and C(-2, -2), undergoes transformations like reflection, rotation, and translation. Learn the rules and formulas for applying these transformations to geometric figures in coordinate geometry. Ideal for students in Grades 8-10.

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