Question

complete each sentence.
1.1
a. points that lie on the same line are called ______ points.
b. points that do not lie in the same plane are called ______ points.
c. there is exactly one ______ through any two points.
d. there is exactly one ______ through any three noncollinear points.
refer to the figure at the right. indicate whether each statement is true or false.
a. points a, b, and c are collinear. false not on the same line (handwritten)
b. the intersection of plane abc and line m is point p.
c. line ℓ and line m do not intersect.
d. points a, p, and b can be used to name plane u.
e. line ℓ lies in plane acb.
efer to the figure.
. name a line that contains points t and p.
)ame a line that intersects the plane containing points q, n, and p.
k. name the plane that contains \\(\overline{tn}\\) and \\(\overline{qr}\\).
efer to the figure.
i. how many planes are shown in the figure? ______
l. name three collinear points.

1. are points n, r, s, and w coplanar? explain.

isualization name the geometric term(s) modeled by each object.
). stop sign image

1. tip of pin image
2. violin image strings

Explanation:

Part 1: Completing Sentences

a.

Step1: Recall collinear definition

Points on same line: collinear.

Step1: Recall non - coplanar definition

Points not in same plane: non - coplanar.

Step1: Recall postulate about two points

Through any two points, there is one line.

Answer:

collinear

b.