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Which describes the transformation three to left and 0 up.
IV
(3,4)
I
a translation of T(-3,0)
diagonal from top left to bottom right
(-3,-4)
diagonal from bottom left to top right
(-3,-4)
If (-3,6) is reflected over the y-axis, the new ordered pair will be in which quadrant?
IV
(3,4)
I
a translation of T(-3,0)
diagonal from top left to bottom right
(-3,-4)
diagonal from bottom left to top right
(-3,-4)
Determine the coordinate of (3,-4) if it is reflected across the y-axis
IV
(3,4)
I
a translation of T(-3,0)
diagonal from top left to bottom right
(-3,-4)
diagonal from bottom left to top right
(-3,-4)
If (3,-4) is reflected across the x-axis, which will be its new coordinate?
IV
(3,4)
I
a translation of T(-3,0)
diagonal from top left to bottom right
(-3,-4)
diagonal from bottom left to top right
(-3,-4)
What type of line is y=x?
IV
(3,4)
I
a translation of T(-3,0)
diagonal from top left to bottom right
(-3,-4)
diagonal from bottom left to top right
(-3,-4)
If you negate the sign of the y-coordinate in (1,2), the new ordered pair will be in which quadrant?
IV
(3,4)
I
a translation of T(-3,0)
diagonal from top left to bottom right
(-3,-4)
diagonal from bottom left to top right
(-3,-4)
If (3,-4) is reflected across the y-axis, which will be its new coordinate?
IV
(3,4)
I
a translation of T(-3,0)
diagonal from top left to bottom right
(-3,-4)
diagonal from bottom left to top right
(-3,-4)
What type of line is y= -x?
IV
(3,4)
I
a translation of T(-3,0)
diagonal from top left to bottom right
(-3,-4)
diagonal from bottom left to top right
(-3,-4)
Check it!