(x-h)2 + (y-k)2 = R2
|
What's the equation of a circle with a center that is not (0,0)?
|
3
|
How many acute angles does an acute triangle have?
|
360 Degrees
|
What is the sum of the exterior angles of any polygon?
|
An Ordered Triple
|
What do you call (x,y,z)?
|
Bases
|
What are the 2 congruent faces of a prism called that lie in parallel planes?
|
Bases
|
What are the two parallel sides of a trapezoid called?
|
Bisector
|
What is a line, segment, or ray that intersects a segment at its midpoint?
|
Collinear Coplanar
|
What do you call points on the same line? Same plane?
|
Concentric Circles
|
What do you call two circles that have the same center?
|
Conjecture
|
What is a prediction based on inductive reasoning?
|
Counterexample
|
What is a conditional statement called when the hypothesis is true and the conclusion is false?
|
Deductive
|
What type of reasoning uses facts?
|
Equilateral Equiangular
|
What does being a "regular" polygon mean?
|
Hypothesis Conclusion
|
What parts does a conditional statement have?
|
Image
|
What is the new figure called after you transform a figure?
|
Intersecting Parallel Skew
|
What are the three types of lines?
|
Intersecting Planes Theorem
|
Name the theorem: if 2 planes are intersected by a third plane, then the lines of intersection are parallel
|
Lateral Faces
|
What are the other faces of a prism besides the bases called?
|
Legs
|
What are the two non-parallel sides of a trapezoid called?
|
Midpoint
|
What is the point that divides a segment into 2 congruent segments called?
|
Net
|
What is the result of cutting a prism along its edges, then opening and unfolding it?
|
Parallel Planes Theorem
|
Name the theorem: if two planes are parallel to a third plane, then the two planes are parallel
|
Polygon
|
What do you call a closed plane figure whose sides are segments that intersect only at their endpoints?
|
Postulate
|
What do you call a statement that is accepted without proof?
|
Ray
|
What is a part of a line with no endpoint called?
|