Rectangle RSTU is reflected around the x -axis and then around the y -axis to create rectangle R′S′T′U′ . Which statement can be inferred from this?
3 answers
The statement that can be inferred from this is that rectangle R′S′T′U′ is the same as rectangle RSTU but with its orientation flipped both horizontally and vertically.
I meant the coordinates, lemme ask it again
Rectangle RSTU is reflected around the x -axis and then around the y -axis to create rectangle R′S′T′U′ . Which statement is true?(1 point)
- If vertex R has negative x- and y-coordinates, vertex R′ will have a positive x-coordinate and a negative y-coordinate.
- If vertex R has negative x- and y-coordinates, vertex R′ will have positive x- and y-coordinates.
- If vertex R has negative x- and y-coordinates, vertex R′ will have a negative x-coordinate and a positive y-coordinate.
- If vertex R has negative x- and y-coordinates, vertex R′ will also have negative x- and y-coordinates.
Rectangle RSTU is reflected around the x -axis and then around the y -axis to create rectangle R′S′T′U′ . Which statement is true?(1 point)
- If vertex R has negative x- and y-coordinates, vertex R′ will have a positive x-coordinate and a negative y-coordinate.
- If vertex R has negative x- and y-coordinates, vertex R′ will have positive x- and y-coordinates.
- If vertex R has negative x- and y-coordinates, vertex R′ will have a negative x-coordinate and a positive y-coordinate.
- If vertex R has negative x- and y-coordinates, vertex R′ will also have negative x- and y-coordinates.
If vertex R has negative x- and y-coordinates, vertex R′ will have a negative x-coordinate and a positive y-coordinate.
1 answer