Point P(3,4) is translated 2 units left and 3 units up. What is the coordinate of PI?
(1,7)
What is the rule for reflecting over the x-axis?
(x,y)--> (x,-y)
What is the new coordinate of Point P(2,6) after a rotation of 90 degrees counterclockwise?
PI(-6,2)
Fill in the blank:
When the scale factor is greater than 1, your image gets __________.
When the scale factor is greater than 1, your image gets larger.
Points C(2,-1) and D(7,-4) are translated 7 units to the right and 1 unit down. What are the coordinates of the translated points?
CI(9,0)
DI(14,-5)
Given B(4,7), what is the new point after reflecting B over the y-axis?
BI(-4,7)
What is the new coordinate of Point P(9,0) after a rotation of 270 degrees counterclockwise?
PI(0,-9)
What is the variable used to denote a scale factor?
k
What is the translation vector from L(-8,-5) to LI(-5,2)?
<3,7>
What are the new coordinates of triangle JKL given vertices J(1,-1), K(2,3), and L(3,-2) after a reflection over the x-axis?
JI(1,1)
KI(2,-3)
LI(3,2)
Fill in the blank:
A rotation rotates a figure at a specific ________ and ____________.
A rotation rotates a figure at a specific angle and direction.
What are the new coordinates of triangle RST given R(-5,1), S(-3,4), and T(2,-1) after a dilation of 3?
RI(-15,3)
SI(-9,12)
TI(6,-3)
What are the new points to the translated triangle XYZ with vertices X(4,7), Y(8,5), Z(6,3) using:
(x,y)-->(x+5, y-7)
XI(9,0)
YI(13,-2)
ZI(11,-4)
What are the new coordinates of quadrilateral WXYZ given W(-2,-4), X(1,-2), Y(4,-4), and Z(1,-6) after a reflection over the y-axis?
WI(2,-4)
XI(-1,-2)
YI(-4,-4)
ZI(-1,-6)
What is the rule for a rotation of 90 degrees clockwise?
(x,y)--> (y,-x)
What are the new coordinates of quadrilateral ABCD given A(-9,0), B(3,6), C(6,0), D(-6,-6) after a dilation of 1/2.
AI(-3,0)
BI(1,2)
CI(2,0)
DI(-2,-2)
What are the new coordinates of quadrilateral QRST with vertices Q(-6,-1), R(-3,1), S(1, -5), T(-2,-7) using:
<4,2>
QI(-2,1)
RI(1,3)
SI(5,-3)
TI(2,-5)
What is the rule for a reflection over the line y=x?
(x,y) --> (y,x)
What are the new coordinates of the triangle ABC given A(2,7), B(6,5), and C(4,1) after a rotation of 180 degrees?
AI(-2,-7)
BI(-6,-5)
CI(-4,-1)
Given the preimage points and the image points, what is the dilation factor?
A(2,3) AI(6,9)
B(3,4) BI(9,12)
C(5,-3) CI(15,-9)
D(1,-4) DI(3,-12)
k=3