math
posted by cassie .
a triangle is a figure formed by three segments connecting three collinear points true or false?
Respond to this Question
Similar Questions

Congruencecreating a triangle
Three segments are given. I need to draw one segment with the same length as any one of the given segments. Then take the measure of another given segment with my compass and draw a cirlce of that radius from the endpoint of my first … 
Algebra
Write a system of inequalities to express the exterior of the triangle ABD if A=(2,7), B=(4,0), and C=(1,3). Please help! gracias<3 Derive equations for the three lines connecting the three points. Then change the equations to … 
math
suppose n points are in space, no three are collinear and no four or are coplanar. How many tetrahedral can be formed with these points as vertices? 
11th grade
true or false. if three points are coplanar, they are collinear 
math
you can draw one segment to connect two points and three distinct segments to connect three named points. how many segments can you drawto connect five points if no three of the points lie on the same line.........please help me i … 
math
you can draw one segment to connect two points and three distinct segments to connect three named points. how many segments can you drawto connect five points if no three of the points lie on the same line.........please help me i … 
geometry
Trisha drew a pair of line segments starting from a vertex. Which of these statements best compares the pair of line segments with the vertex? 
math
There are nine points on a piece of paper. No three of the points are collinear. How many different triangles can be formed by using three of the nine points as vertices? 
geometry
Please help me to draw this figure four points that are not collinear,three points that are noncollinear,two points that are noncollinear,three points that are noncoplanar,a line containing A and X, three collinear points X,Y,Z, … 
math
My son has been given the collinear problem below that has be stumped two folds. 1 By trying to solve the problem using (y2y1)/(x2x1)=slope  and then, find the (b) in y=mx+b for two points takes way way too long to be a 7th grade …