
 👍 0
 👎 0
posted by Damon 
 👍 0
 👎 0
posted by Chris 
 👍 0
 👎 0
posted by Hunter Spence
Respond to this Question
Similar Questions

geometry
M and N are the midpoints ofandrespectively. Using graph paper, repeat this process from the last problem using different coordinates for P, Q, and R. How do these lengths MN and PQ compare now? What do you think you can conclude
asked by anonymous on August 3, 2010 
Geometry
M and N are the midpoints of PR(which has a line over PR) and QR(which has a line over QR)respectively. Using graph paper, repeat this process from the last problem using different coordinates for P, Q, and R. How do these lengths
asked by Hunter Spence on July 26, 2011 
Geometry
Use the diagram below for the following question. P(2,1), Q(11,1), and R(8,7) M and N are the midpoints ofandrespectively. Find MN and PQ. How do these lengths compare with each other?.
asked by Chris on July 6, 2011 
geometry
Use the diagram below for the following question. P(2,1), Q(11,1), and R(8,7) M and N are the midpoints ofandrespectively. Find MN and PQ. How do these lengths compare with each other?.
asked by narda on July 11, 2011 
geometry
Use the diagram below for the following question. P(2,1), Q(11,1), and R(8,7) M and N are the midpoints ofandrespectively. Find the coordinates of M and N. (its a triangle)
asked by anonymous on August 3, 2010 
geometry
Use the diagram below for the following question. P(2,1), Q(11,1), and R(8,7) M and N are the midpoints ofandrespectively. Find MN and PQ. How do these lengths compare with each other?. (its a triangle)
asked by anonymous on August 3, 2010 
Calculus
Question Details: Do the following. (Round your answers to four decimal places.) (a) Estimate the area under the graph of f(x) = 8 + 2x2 from x = 1 to x = 2 using three rectangles and right endpoints. R3 = 1 Improve your
asked by Cindy on April 26, 2010 
Geometry
Begin with a large isosceles trapezoid, and locate the midpoint of each side. • Use these midpoints as the vertices of a new quadrilateral to be formed inside the first quadrilateral. • Locate the midpoint of each side of the
asked by Faith on November 28, 2018 
math
The large red equilateral triangle has sides of 8x units. The midpoints of the red triangle are joined to form the blue triangle. The midpoints of the blue triangle ate joined to form the green triangle. The process of joining
asked by sashen on January 12, 2016 
heelp math
A graph is constructed iteratively according to the following algorithm. The graph starts as a single vertex. With probability p, the graph stops here. Otherwise, 3 new vertices are constructed and joined to this vertex. If we
asked by lin on July 8, 2013