Question

PLEASE HELP
WILL MAKE BRAINLIEST
Triangle ABC is translated 6 units to the right and 1 units up.

What are the coordinates of C’?
C’(4, –2)
C'(4, –0)
C'(4, 2)
C'(1, 2)

Answer 1

c' ( 4, -2 )

this is the explanation sort of

c ( -2, -3 ), since it is translated six units to the right, add 6 to the x-coordinate and since it is translated one unit up, add 1 to the y-coordinate

Answer 2

Answer:

C’(4, –2)

Step-by-step explanation:

In order to tranlate in the graph, you just have to add the translation to the point in the graph.

The point C is located in the graph in the coordenates (-2,-3).

Remember that the X axis is the horizontal and the Y axis is the vertical.

Now the triangle will be translated 6 units to the right, this is horizontal, meaning in the X axis, and as it is to the right, the number will be positive.

$Point c=(-2,-3)\\x1=-2\\ translation=+6\\x2=x1+ translation\\x2=-2+6\\x2=4$

Now to find the Y we know that the triangle will be translated 1 unit up, since it is up in the vertical axis that means that that unit will be positive.

$Point c=(-2,-3)\\y1=-3 \\translation=+1\\y2=y1+ translation\\y2=-3+1\\x2=-2$

And with that we have the new coordinates of C:

(4,-2)