A line segment with endpoints at #(5 , -8 )# and #(2, -2 )# is rotated clockwise by #(3 pi)/2#. What are the new endpoints of the line segment? Geometry Transformations Rotations 1 Answer ali ergin Nov 30, 2016 #A'(8,5)# #B'(2,2)# Explanation: #"assume that rotating point is origin"# #"the image of B is B"'# #B(x,y) rArr B'(-y,x)# #B(2,-2)rArrB'(2,2)# #"the image of A is "A'# #A(x,y) rArr A'(-y,x)# #A(5,-8)rArr A'(8,5)# Answer link Related questions A line segment with endpoints at #(5, 1)# and #(7, 2)# is rotated clockwise by #pi/2#. What are... A line segment with endpoints at #(5, 5)# and #(1, 2)# is rotated clockwise by #pi/2#. What are... A line segment with endpoints at #(1, 5)# and #(1, -2)# is rotated clockwise by #pi/2#. What... A line segment with endpoints at #(1, 3)# and #(8, -2)# is rotated clockwise by #pi/2#. What... A line segment with endpoints at #(-1, 1)# and #(3, -5)# is rotated clockwise by #pi/2#. What... A line segment with endpoints at #(-1 , -9)# and #(3, -5 )# is rotated clockwise by #pi/2#. ... A line segment with endpoints at #(1 , -2 )# and #(1, -4 )# is rotated clockwise by #pi/2#.... A line segment with endpoints at #(1 , -2 )# and #(6, -7 )# is rotated clockwise by #pi/2#.... A line segment with endpoints at #(5 , -2 )# and #(2, -7 )# is rotated clockwise by #pi/2#.... A line segment with endpoints at #(5 , -9 )# and #(2, -7 )# is rotated clockwise by #pi/2#.... See all questions in Rotations Impact of this question 2187 views around the world You can reuse this answer Creative Commons License