1. Find the coordinates of the three points that divide the segment from A(-5, 3) to...

• 

Transcribed Image Text:

1. Find the coordinates of the three points that divide the segment from A(-5, 3) to B (6,8) into four equal parts. 2. Find the coordinates of the two points that trisect (separate into three equal parts) the segment with endpoints (-1,-4) and (5, 8). 3. Find the perimeter of the figure whose vertices are the midpoints of a quadrilateral with vertices at (7,4), (1,8), (-3,4) and (3,-2) 4. In the figure below find the length of the sides of a triangle whose vertices are (1,4), (-4,0), and (3,-3). Then, find the midpoint of line segments AB, BC, and CA. 10 4 2 B 4 1. Find the coordinates of the three points that divide the segment from A(-5, 3) to B (6,8) into four equal parts. 2. Find the coordinates of the two points that trisect (separate into three equal parts) the segment with endpoints (-1,-4) and (5, 8). 3. Find the perimeter of the figure whose vertices are the midpoints of a quadrilateral with vertices at (7,4), (1,8), (-3,4) and (3,-2) 4. In the figure below find the length of the sides of a triangle whose vertices are (1,4), (-4,0), and (3,-3). Then, find the midpoint of line segments AB, BC, and CA. 10 4 2 B 4