Respuesta :
Steps:
Translate four down. Do y-4, which in this case is -5. So, it’d be -5-4 which is equal to -9. You should now have (-2, -9).
Translate across the y-axis. Make your x value opposite. The opposite of -2 is 2,
-(-2)=2.
Translate 6 units up. Same as before but instead of subtracting we’re adding since we are going up. Do y+6, which in your case would be -9+6. -9+6=-3.
Final Answer: (2,-3).
Hope this helps!
Translate four down. Do y-4, which in this case is -5. So, it’d be -5-4 which is equal to -9. You should now have (-2, -9).
Translate across the y-axis. Make your x value opposite. The opposite of -2 is 2,
-(-2)=2.
Translate 6 units up. Same as before but instead of subtracting we’re adding since we are going up. Do y+6, which in your case would be -9+6. -9+6=-3.
Final Answer: (2,-3).
Hope this helps!
A transformation in mathematics is a function that maps the elements of a set to its self. In geometry a transformation is the conversion of a figure into another similar figure
The coordinate of the image is (6, 1)
The reason the above coordinates value is correct are as follows:
The given parameters are
The coordinates of point B = (-2, -5)
The composite transformations are;
1) A translation 4 units down
2) A reflection across the y-axis
3) A translation 6 units up
Required:
To find the coordinates of the image
Solution:
1) A translation of the preimage
The coordinates of the image of the point (-2, -5) following a translation 4 units down is (-2 - 4, -5) = (-6, -5)
2) A reflection of the previous image across the y-axis: (x, y) → (-x, y)
The coordinates of the image of the point (-6, -5) following a reflection across the y-axis is (6, -5)
3) A translation of the point (6, -5) 6 units up
The coordinates of the image of the point (6, -5), following a translation of 6 units up is (6, -5 + 6) = (6, 1)
The coordinate of the image is (6, 1)
Learn more about rigid transformations here:
https://brainly.com/question/8823135
