Refer to the diagram and name each of the following.
Problem 1 :
An angle adjacent to ∠PQT _____
Problem 2 :
The ray opposite to the ray TS _____
Problem 3 :
An obtuse angle _____
Problem 4 :
The sides of ∠TQR ____ and _____
Problem 5 :
Two right angles _____ and ____
Problem 6 :
A point on the line PQ that is not on line segment PQ _____
Problem 7 :
The vertex of the 20^{º} angle _____
Problem 8 :
The point between P and R _____
Classify each statement as true or false.
Problem 1 :
Through any two points there is exactly one line. _____
Problem 2 :
Through any three points there is exactly one line. _____
Problem 3 :
Through any three points there is exactly one plane. _____
Problem 4 :
Two lines intersect in exactly one point. _____
Problem 5 :
Two planes intersect in exactly one point _____
Problem 6 :
Two planes intersect in a line _____
Problem 7 :
A line and a plane can intersect in a point. _____
Complete each statement with the word always, sometimes, or never.
Problem 1 :
Adjacent angles are _____ congruent.
Problem 2 :
If points A and B are in plane R and point C is on AB, then C is _____ in R.
Problem 3 :
Two intersecting lines _____ lie in exactly one plane.
Problem 4 :
A line and a point not on the line _____ lie in more than one plane.
Problem 5 :
A line _____ contains at least two points.
May 21, 24 08:51 PM
May 21, 24 08:51 AM
May 20, 24 10:45 PM