9.1 Worksheet

Last updated over 3 years ago

43 questions

9.1 Worksheet

Last updated over 3 years ago

43 questions

Using the diagram below, match the notation with the term that best describes it.

Draggable item		Corresponding Item
\overline{CD}		Point of Tangency
\overleftrightarrow{AB}		Common Tangent
\overline{BD}		Secant
G		Chord
\overleftrightarrow{AE}		Tangent
B		Center
\overleftrightarrow{BH}		Radius
\overline{AB}		Diameter

For the following 8 questions, using the diagram below, choose the best term for the given figure.

Using the "Show Your Work" section and the circle provided, draw and label the following:
- Center R
- Radius RS
- Diameter AB
- Chord CD
- Tangent line MD
- Secant Line GB
- Minor Arc AF
- Major Arc ASK

For the next 10 questions, use the diagram below to provide one example of each characteristic.  When typing in answers, only use CAPTIAL LETTERS.

For the next 6 questions, draw a pair of circles with the characteristics described.

Non-intersecting circles, no common tangents

Intersecting circles, 2 common tangents

1 point of intersection, 1 common tangent

1 point of intersection, 3 common tangents

Two internally tangent circles

Three concentric circles

Use the diagram below for the next 12 questions.

For each question, identify the given arc as a minor, major, or a semicircle.

Use the following diagram for the next 5 questions.

9.1 Worksheet

9.1 Worksheet

Using the diagram below, match the notation with the term that best describes it.

Using the "Show Your Work" section and the circle provided, draw and label the following:- Center R- Radius RS- Diameter AB- Chord CD- Tangent line MD- Secant Line GB- Minor Arc AF- Major Arc ASK

Non-intersecting circles, no common tangents

Intersecting circles, 2 common tangents

1 point of intersection, 1 common tangent

1 point of intersection, 3 common tangents

Two internally tangent circles

Three concentric circles

How many common tangents does circle B and C have?

How many common tangents does circle C and E have?

Using the diagram below, match the notation with the term that best describes it.

Point F

\overleftrightarrow{FE}

\overline{HG}

\overline{DB}

Point C

\overline{BE}

\overleftrightarrow{DB}

\overleftrightarrow{AG}

Using the "Show Your Work" section and the circle provided, draw and label the following:- Center R- Radius RS- Diameter AB- Chord CD- Tangent line MD- Secant Line GB- Minor Arc AF- Major Arc ASK

Radius

Diameter

Chord

Central Angle

Secant Line

Tangent Line

Minor Arc

Major Arc

Semicircle

Point of Tangency

Non-intersecting circles, no common tangents

Intersecting circles, 2 common tangents

1 point of intersection, 1 common tangent

1 point of intersection, 3 common tangents

Two internally tangent circles

Three concentric circles

Arc MN

Arc NQ

Arc NQR

Arc MRP

Arc PN

Arc MNQ

Arc QR

Arc MR

Arc QMR

Arc PQ

Arc PRN

Arc MQN

Which circles are congruent?

How many common tangents does circle B and C have?

How many common tangents does circle C and E have?

How many common tangents does circle C and D have?

Are circles C and E internally or externally tangent?

Point F

\overleftrightarrow{FE}

\overline{HG}

\overline{DB}

Point C

\overline{BE}

\overleftrightarrow{DB}

\overleftrightarrow{AG}

Radius

Diameter

Chord

Central Angle

Secant Line

Tangent Line

Minor Arc

Major Arc

Semicircle

Point of Tangency

Arc MN

Arc NQ

Arc NQR

Arc MRP

Arc PN

Arc MNQ

Arc QR

Using the "Show Your Work" section and the circle provided, draw and label the following:
- Center R
- Radius RS
- Diameter AB
- Chord CD
- Tangent line MD
- Secant Line GB
- Minor Arc AF
- Major Arc ASK

Using the "Show Your Work" section and the circle provided, draw and label the following:
- Center R
- Radius RS
- Diameter AB
- Chord CD
- Tangent line MD
- Secant Line GB
- Minor Arc AF
- Major Arc ASK