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1-4 Practice
By Patrick Silvey
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Last updated almost 3 years ago
6 questions
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Question 1
1.
Select
all
the true statements.
A. Line CD is perpendicular to segment AB
B. Point M is the midpoint of segment AB
C. The length AB is equal to the length CD
D. Segment AM is perpendicular to segment BM
E. CB + BD > CD
Question 2
2.
Which of the following is true about point E?
E is closer to A than B.
E is closer to B than A.
There is not enough information to know if E is closer to A or B.
E is the same distance from A & B.
Question 3
3.
Starting with points
A
and
B
, reorder the straight-edge and compass moves to create the diagram.
Label one intersection of the circles centered at
A
and
B
as point
C
.
Use a straight-edge to connect points
A
,
B
, &
C
.
Draw a circle with center
B
and radius
BA
, and a circle with center
A
and radius
AB
.
Question 4
4.
Starting with points
C
and
D
. Select all the steps needed to produce this diagram.
A. Construct a circle centered a A
B. Construct a circle centered at C
C. Construct a circle centered at D
D. Label the intersection points of the circles A and B
Draw the line through points C and D
Draw the line through points A and B
Question 5
5.
Select
all
the true statements.
A.
AB = BC
B.
AB = BD
C.
AD =
2
AC
D.
BC = CD
E.
BD = CD
Question 6
6.
Is line segment
AB
the perpendicular bisector of line segment
CD
?
A. Yes, because
DM
=
MC
.
D. No, because
C. No, because
B. Yes, because
AM
=
MB
.
E. There is not enough information to know if
AB
is the perpendicular bisector of segment
CD
.
