Geometry continues students’ study of geometric concepts building upon middle
school topics. Students will move from an inductive approach to deductive
methods of proof in their study of two- and three-dimensional geometric
figures. Reasoning skills will be emphasized and students will broaden their
use of the coordinate plane.
Useful Websites and Assignments
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Geometry Help
First Nine Weeks
Lesson
1.2 Points, lines, and planes
pg 13 #10-46 even, 61-67 odd
1.3 Segments and their measures
pg 21 #20-36 even
1.4 Angles and their measures
pg 29 #20-22, 26, 28
1.5 Bisect a segment and an angle
page 38 #18-24 even, 37-42
1.6 Angle pair relationships
pg 47 #8-32 even
2.1 Conditional statements
pg 75 #9,11,13, 22, 24
2.2 Definitions and biconditionals
pg 82 #13-23, 67, 68
2.4 Properties of algebra
pg 99 #13-19, 46-50
2.5 Congruent segments
pg 104 #3-5, 7,8, 10, pg 806 #30
2.6 Congruent angles
pg 112 #4-10, pg 806 #31-33
3.1 Angles formed by intersecting lines
pg 132 #10-19 , 21-26
3.2 Proof and perpendicular lines
pg 139 #11-16, 19, 33-36
3.3 Parallel lines and transversals
pg 147 #18-27
3.4 Proving lines parallel
pg 153 #10-18 all, 20-24 even, 28
3.6 Slopes and equations of parallel lines
pg 169 #17-21 odd, 27-41 odd
3.7 Slopes and equations of perpendicular lines
pg 176 #29-34, 38-39
4.1 Introduction to triangles
pg 198 #16-26, 31-39
4.2 Congruent figures and corresponding parts
pg 206 #10-20 even
4.3 Proving triangles congruent
pg 216 #6-16 even, 20, 33, 34
4.4 Proving triangles congruent
pg 223 #8-13, 18
4.5 Use congruent triangles to write proofs
pg 232 #8-10, 14
4.6 Isosceles, equilateral, and right triangles
pg 239 #8-25
5.1 Perpendicular bisectors
pg 268 #16, 17, 19-26
5.2 Perpendicular and angle bisectors in triangles
pg 275 #10-16
5.3 Medians and altitudes in triangles
pg 282 #3-11
5.4 Midsegment Theorem
pg 290 #12-18 even, 28
5.5 Inequalities in on triangle
pg 298 #6-18 even, 24
6.1 Polygons
pg 325 #4-9, 31, 32, 41, 44
6.2 Quadrilaterals
pg 334 #20-36 even, 39
6.3 Proving quadrilaterals are parallelograms
pg 342 #10-16 even, 29
6.4 Rhombuses, rectangles, and squares
pg 351 #16-21, 34-38, 39-43
6.5 Trapezoids and kites
pg 359 #16-24 even, 28-33 all
6.6 Special quadrilaterals
pg 367 #2-6, 8-15
Second Nine Weeks
Lesson
7.1 Three basic rigid transformations
pg 399 #1-17
7.2 Reflections
pg 407 #15-17, 18-24 even, 26-29 all
7.3 Identify rotations in a plane.
pg 416 #6-9
7.4 Identify and use translations in a plane.
pg 425 #15, 16, 20-22, 25-28
8.1 Find and simplify the ratio of two numbers.
pg 461 #20-24 even, 32, 34, 40,44
8.2 Use properties of proportions
pg 469 #22-28 even
8.3 Identify similar polygons and similar triangles
pg 476 #15-18, 20-28, 40-42
8.4/8.5 Identify similar triangles
pg 483 #12-22 even, 46
pg 493 #10-14, even, 28
8.6 Proportions of similar triangles
pg 502 #14-28 even
8.7 Identify dilations
pg 509 #8-14 even
9.1 Similar right triangles
pg 531 #21-23
9.2/9.3 Similar right triangles
pg 538 #8-12 even
pg 546 #14-17
9.4 Special right triangles
pg 554 #12-20 all, 22-26 even
9.5 Trigonometry ratios
pg 562 #10, 14, 28-32 even, 53, 54
9.6 Solve right triangles
pg 570 #22-30 even
10.1 Tangents to circles
pg 599 #18-25, 38-41, 46-48
10.2 Arcs and chords
pg 607 #20-38 even, 42-47, 69
10.3 Inscribed angles
pg 617 #10-22 even, 42, 43
10.4 Other angle relationships in circles
pg 624 #8-28 even, 42, 43
10.5 Segment lengths in circles
pg 632 #10-26 even, 36-38
10.6 Equations of circles
pg 638 #8-26 even
6.7 Area of triangles and quadrilaterals
pg 376 #14-28 even
11.1 Area of polygons
pg 665 #6-8, 17-19, 29, 30
11.2 Area of regular polygons
pg 672 #9-11, 16-21
11.4 Circumference and lengths of arcs
pg 687 #18-36 even, 48
11.5 Area of circles and sectors
pg 695 #10-28 even
11.6 Geometric probability
pg 702 #13-21
12.2 Surface area of prisms and cylinders
pg 732 #21, 23, 27
12.4 Volume of prisms and cylinders
pg 746 #15, 17, 29, 31
12.3 Surface are of pyramids and cones
pg 738 #14-24 even
12.5 Volume of pyramids and cones
pg 755 #12-18 even, 20
12.6 Surface area and volume of spheres
pg 762 #10, 12, 20, 22, 28