Geomertry
posted by pizzarolll .
Points c,a,b are connected to form a triangle along the surface of a sphere. Points R,E,N are connected to form a triangle on a euclidean.
What is true between spherical and euclidean geometry?

Geomertry 
Kylie
You are given two dice to roll. One is black with six sides; the other is white with four sides.
For a given roll, what is the probability that the values of the dice add to 99?
Respond to this Question
Similar Questions

geometry
okay i have a few question... 1.Find the equation of a line through the points (2, 5) and (7, 5) 2. the three lengths 4, 6, 8, form a.not a triangle b.a right triangle c.an acute triangle d an obtuse triangel 
geometry
Triangle ABC is a 45°45°90° triangle inscribed in a sphere such that B is the center of the sphere, and A and C are points on the sphere. Given the hypotenuse of ABC is 32 units, what is the surface area of the sphere? 
Geometry
For each property listed from plane Euclidean geometry, write a corresponding statement for nonEuclidean spherical geometry. A line segment is the shortest path between two points Hey guys I want to know how to do this and can you … 
MATH
Triangle T has vertices A(9, 10)B(1,0)and C(5,4). Points A, B, and P(also on th xy plane) form a triangle that is congruent to triangle T. Find all the possible coordinates for P. 
geometry
Plot the points (2,4), (1,4) and (2,1) and connect them to form a triangle. What rule would you use to translate the triangle 5 units to the right? 
geometry
Plot the points (2,4), (1,4) and (2,1) and connect them to form a triangle. What rule would you use to translate the triangle 5 units to the right? 
Geometry (Checking)
2.) Which is true about both Pappus's Theorem and Desargues' Theorem? 
Geomertry
Points c,a,b are connected to form a triangle along the surface of a sphere. Points R,E,N are connected to form a triangle on a euclidean. What is true between spherical and euclidean geometry? 
Math
Let A (2, 3); B (2, 1) and C (5, 2) be vertices of triangle ABC. If the line connected by points B and C is the base of these triangle and the line bisected through point A is the altitude then what will be the area of the triangle? 
Math/Geometry
I don't understand how to do this exactly can someone help?