Download Exam Review - Wesleyan

Geometry Exam:
Friday, May 25, 9:00am-11:00am
(8:00am-11:00am extended time)
Suggestions for how to study for the Geometry exam:
 Start early! Do not wait to study for the math exam until the night before.
 Review all vocabulary-see attached list.
 Review and work all old tests.
 Work the following review problems. Check your answers on the answer document on
Haiku. Do the problems in bold first. Then, if you need more practice, go back and work the
other problems.
 Circle or highlight questions you don’t understand and ask them in office hours.
o Chapter 7
 Area of triangles, parallelograms, trapezoids, rhombi, kites, regular polygons
 Pythagorean Theorem
 Special Right triangles
 Circles- central angles, arcs, sectors, segments
 Page 696 # 1-12, 13-23 odd
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Page 351-353 # 1, 9, 11, 44, 46
Page 360-362 # 1, 2, 7, 11, 13, 19, 21, 25, 27, 37, 41
Page 369-371 # 1, 4, 12, 15, 18, 25, 27, 35, 37
Page 376-378 # 1-3, 9, 11, 15, 19
Page 382-383 # 1, 5, 7, 10-18
Page 390-391 # 11-26, 27, 29, 35, 37, 42-47
Page 397-398 # 1, 3, 7-15 odd
Page 405 # 15-20
o Chapter 8
 Ratios and proportions
 Midsegments
 Similar polygons- corresponding sides, perimeter and area
 Similar triangles- AA~, SSS~, and SAS~
 Geometric mean- similarity in right triangles
 Side splitter, corollary, triangle-angle-bisector
 Page 697 # 1-24
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Page 418-419 # 3, 5, 13, 15, 27, 35, 37
Page 425-426 # 1-7, 9-15 odd, 21, 23-28
Page 435-437 # 1-13 odd, 17
Page 442-443 # 9, 11, 15, 17, 27, 34-36
Page 448-449 # 1-15 odd
Page 456-457 # 1-7 odd, 17, 19
o Chapter 9
 Trig!! (word problems, angle of depression and elevation, finding missing sides)
 SAS area of triangle (.5bcsinA)
 Page 698 # 1-12, 17-22
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Page 472-473 # 1-9, 11-16
Page 479-480 # 1-9, 11-16
Page 484 # 1-17
Page 500-501 # 1, 3, 7, 9, 11, 13, 23, 25
o Chapter 10
 Surface area, lateral area, and volume
 Euler’s formula
 Nets
 Faces, slant height, bases, altitude
 Page 699 # 1-5, 9-17, 19, 23, 26-28
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Page 514-515 # 1-17 odd, 29
Page 523-524 # 5-21 odd
Page 531-533 # 1-9 odd, 33
Page 540-541 # 1-9 odd, 13-19 odd, 31, 33
Page 554-555 # 5, 7, 9, 13, 17, 21
Page 561 # 1, 3, 13, 15, 19
Page 568-569 # 1-15 odd
o Chapter 11
 Tangents, chords, secants
 Central angles, inscribed angles, angles outside and inside the circle
 Intercepted arcs
 Page 700 # 1-20
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Page586-587 # 1, 3, 11-21 odd
Page 593-594 # 1-19 odd
Page 601-602 # 1-23 odd
Page 611-612 # 1, 3, 9, 11, 21, 23, 25
o Chapter 12
 Transformations!
 Page 701 # 9-15 odd, 22-29
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Page 636-637 # 1-15 odd
Page 643-644 # 1-25 odd
Page 649-650 # 1, 3, 11-17 odd, 29
Page 664-665 # 1-11 odd
Page 670-671 # 1-13 odd
FINAL EXAM VOCABULARY
Altitude of a parallelogram
Altitude of a polyhedron
Angle of depression
Angle of elevation
Apothem of a regular
polygon
Arc length
Base of a parallelogram
Base of a polyhedron
Base of a triangle
Center of a circle
Center of a regular
polygon
Center of a sphere
Central angle
Chord
Circle
Circumference
Circumscribed about
Composite space figure
Cone
Congruent arcs
Congruent circles
Cosine
Cross section
Cube
Cylinder
Diameter
Dilation
Edge
Face
Foundation drawing
Geometric mean
Geometric probability
Height of a parallelogram
Height of a polyhedron
Height of a trapezoid
Height of a triangle
Image
Inscribed angle
Inscribed in
Intercepted arc
Isometric drawing
Isometry
Lateral area
Lateral faces
Line symmetry
Major arc
Minor arc
Net
Orthographic drawing
Pi
Point of tangency
Point symmetry
Polyhedron
Preimage
Prism
Proportion
Pyramid
Pythagorean triple
Radius
Radius of a regular
polygon
Radius of a sphere
Reflection
Reflectional symmetry
Regular pyramid
Right cone
Right cylinder
Right prism
Rotation
Rotational symmetry
Secant
Sector of a circle
Segment of a circle
Semicircle
Similar
Similar solids
Similarity ratio
Sine
Slant height
Sphere
Surface area
Symmetry
Tangent
Tangent to a circle
Tessellation
Transformation
Translation
Vertex
Volume