Chapter 1 Symmetry
Chapter 1 Transformations
Chapter 1 Surface Area
Chapter 10 Angle Properties
Chapter 10 Chord Properties
Chapter 10 Tangents
100
What are the lines of symmetry we learned about?
Horizontal, vertical, and oblique
100
Translate the point (-4,-5) down 4 and right 17. What is the point now?
( 13,-9)
100
How many edges does a triangular prism have?
9 edges
100
An angle formed by two radii of the circle.
A Central Angle
100
A line that goes from one side of a circle to the other side of a circle.
What is a Chord?
100
The point where a tangent touches a circle.
The point of tangency
200
How many lines of symmetry does a regular nonagon have?
Nine
200
Rotate the point (4,6) clockwise 180° about the origin.
( -4,-6)
200
What would the expression be to solve this surface area question? (You do NOT have to solve it!)
SA = 2(l*w) + 2(l*w) + 2 (l*w) + (pi)dh - 2(pi)r2
200
These types of angles are equal when subtended by the same arc.
Inscribed angles.
200
The radius does this to a chord when they are perpendicular.
Bisect it.
200
What is angle ECF?
Angle ECF = 42°
300
For this image what is the order, rotational symmetry in degrees, and as a fraction?
Order = 8
Degrees = 45°
Fraction = 1/8
300
Rotate the point (7,8) counterclockwise 270° about the origin.
(8,-7)
300
Imagine that the object is cut in half at the blue line. If the two pieces are separated, how much has the surface area of each half increased?
6 x 10 = 60cm2
300
All inscribed angles subtended by a semicircle are this.
A right angle or 90°.
300
CD bisects chord AB. The radius of the circle is 15 cm long. Chord AB measures 24 cm. What is the length of CE?
9cm
300
Find the missing angle. 
170° - 140° = 30°
180° - 30° - 90° = 60°
60°
400
Name all the capital letters that have a rotational symmetry of 180°.
H, I, N, O, S, X, and Z
400
Reflect the point (5,6) over the x-axis, then the y axis, then the line x=y.
(-6,-5)
400
What is the surface area of this composite object?
1244cm2
400
What are angles STU, TUV and SRT?
Angle STU: 36°
Angle TUV: 42°
Angle SRT: 102°
400
Water is flowing through a pipe with radius 14 cm. The maximum depth of the water is 9 cm. This is the width of the surface of the water.
What is 26.2 cm?
400
A speed skater is practicing on a circular track with a radius of 20 m. He falls and slides off the track in a line tangent to the circle. If he slides 8m, how far is he from the center of the rink?
21.54cm
500
Ignoring the different length in the two clock hands, at what two times will the clock have the best vertical line symmetry?
- 12:00
- 6:00
500
Points A(4, 4) and B(6, 1) are translated (x-8, y) to form a parallelogram. What is its area?
24 units2
500
Adam built this shed and wants to paint the whole thing, excluding the bottom. One can of paint covers 4m2. How many cans of paint does adam need to buy? 
SA = 60cm2
Cans of paint: 60/4 = 15
500
Find the values of x and y.
x = 95°
y = 55°
500
A rectangle is inscribed in a circle with radius 7 cm. The length of the rectangle is 12 cm. This is the width of the rectangle.
7.2cm
500
Diameter of 20 cm. What is the total length of chain needed to hang the suncatcher.
43.6cm