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WorksheetsReflections
Total questions: 16
Worksheet time: 4hrs 0mins
What axis is the triangle being reflected over?
X-axis
Y-axis
What axis is the image reflected over?
X-axis
Y-axis
What Rule is used to Reflect a point over the X axis?
(x , y) --> (-y, -x)
(x , y) --> (y , x)
(x , y) --> (x , -y)
(x , y) --> (-x, y)
Reflect the point P ( -3, 4 ) over the X axis. The image (new point) would be:
( 3 , -4 )
( -3 , 4)
( 3 , 4 )
( - 3 , -4)
What Rule Represents a reflection across the line Y=x?
( x, y) --> (-x , y)
( x, y) --> (x , -y)
( x, y) --> (y , x)
( x, y) --> (-y , -x)
What Rule Represents the reflection over the line Y= - x
( x, y) --> (-x , y)
( x, y) --> (x , -y)
( x, y) --> (y , x)
( x, y) --> (-y , -x)
The original Point A is at ( - 2 , 3 ). When it is reflected over the line y=x it will be at point....
If you are not sure about the image.... just use the rule!
B ( 2 , 3 )
C ( -2 , -3 )
D ( 3 , -2 )
The Point A (-2 , -3) Is reflected over the line y=-x Where will the image (New point) A' be located?
A'= (-3 , -2)
A'= (-2 , 3)
A'= ( 3 , 2 )
A'= ( -2 , -3)
Reflect the Point A ( 3, 2) over the X axis.
A' = ( -3 , 2)
A' = (3 , -2)
A' = (2 , 3)
A' = (3 , 2)
Reflect the Point A ( 3, 2) over the Y axis.
A' = ( -3 , 2)
A' = (-3 , -2)
A' = (2 , 3)
A' = (3 , 2)
What Rule is used to Reflect a point over the Y axis?
(x , y) --> (-y, -x)
(x , y) --> (y , x)
(x , y) --> (x , -y)
(x , y) --> (-x, y)
