Reflect triangle A(3,2) B(-6,1) C(-1,5) in the x-axis. What are the new coordinates?
Then take the new triangle and reflect it in the y-axis. What are the final coordinates?
pl explain this problem
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Answer:
A(3,-2)B(-6,1)C(-1,-5)
Step-by-step explanation:
sorry the photo might be backwards but the points are A(3,-2)B(-6,1)C(-1,-5)
reflecting in the x-axis is getting the shape with the coordinates and basically turning the y-axis into the opposite of what it is now, for example, would turn
Z(3,9)=Z(3,-9) or Z(3,-9)=Z(3,9)
I added two photos in case the first was backwards.
and if reflecting in the y-axis
Z(3,9)=Z(-3,9) or Z(-3,9,) Z(3,9)
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21 - 3 (x – 7) = x + 20
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