• Section IXL Activity
    1.1 / 1.2 · B.3 Additive property of length
    · B.5 Congruent line segments
    1.3 · B.2 Lengths of segments on number lines
    · B.4 Midpoints
    · B.7 Midpoint formula
    · B.8 Distance formula
    1.4 · B.1 Lines, line segments, and ray
    · C.1 Angle vocabulary
    · C.2 Angle measures
    1.5 · C.3 Identify complementary, supplementary, vertical, adjacent, and congruent angle
    · C.4 Find measures of complementary, supplementary, vertical, and adjacent angles
    · C.5 Angle bisectors
    1.6 · G.1 Polygon vocabulary
    · S.7 Area and circumference of circles
    · S.8 Area of compound figures
    · S.12 Area and perimeter mixed review
    1.7 · H.1 Parts of three-dimensional figures
    · T.9 Surface area and volume review
    2.8 · C.8 Proofs involving angles
    3.1 · D.1 Identify parallel, perpendicular, and skew lines and planes
    · D.3 Transversals: name angle pairs
    3.2 · D.4 Transversals of parallel lines: find angle measures
    3.3 / 3.4 · E.2 Slopes of lines
    · E.5 Slopes of parallel and perpendicular lines
    · E.6 Equations of parallel or perpendicular line
    3.5 · D.6 Proofs involving parallel lines I
    4.1 · F.1 Classify triangles
    4.2 · F.2 Triangle Angle-Sum Theorem
    · F.3 Exterior Angle Theorem
    4.3 · J.1Congruence statements and corresponding parts
    · J.2Solve problems involving corresponding parts
    · J.3Identify congruent figures
    4.4 · K.1 SSS and SAS Theorems
    · K.2 Proving triangles congruent by SSS and SAS
    4.5 · K.3 ASA and AAS Theorems
    · K.4 Proving triangles congruent by ASA and AAS
    · K.5 SSS, SAS, ASA, and AAS Theorems
    K.6 SSS Theorem in the coordinate plane
    · K.7 Proving triangles congruent by SSS, SAS, ASA, and AAS
    · K.8 Proofs involving corresponding parts of congruent triangles
    4.6 · K.9 Congruency in isosceles and equilateral triangles
    · K.10 Proofs involving isosceles triangles
    4.7 · L.2 Translations: graph the image
    · L.3Translations: find the coordinates
    · L.4Translations: write the rule
    · L.5Reflections: graph the image
    · L.6Reflections: find the coordinates
    · L.1 Classify congruence transformations
    · L.12 Congruence transformations: mixed review
    5.1 · M.2 Triangles and bisectors
    5.2 · M.3 Identify medians, altitudes, angle bisectors, and perpendicular bisectors
    5.3 · M.4 Angle-side relationships in triangles
    5.5 · M.5 Triangle Inequality Theorem
    · M.8 Proofs involving triangles I
    · M.9 Proofs involving Triangles II
    6.1 · G.2 Interior angles of polygons
    · G.3 Exterior angles of polygons
    · G.4 Review: interior and exterior angles of polygons
    6.2 · N.2 Properties of Parallelograms
    6.3 · N.5 Proving a quadrilateral is a parallelogram
    6.4 · N.7 Properties of squares and rectangles
    6.5 · N.6 Properties of rhombuses
    · N.7 Properties of squares and rectangles
    6.6 · N.8 Properties of trapezoids
    · N.9 Properties of kites
    · N.2 Classify quadrilaterals
    · N. 11 Proofs involving quadrilaterals I
    · N. 12 Proofs involving quadrilaterals II
    7.2 · P.1 Similarity ratios
    · P.2 Similarity Statements
    · P.4 Side lengths and angle measures in similar figures
    · P.6 Perimeters of Similar Figures
    7.3 · P.5 Similar triangles and indirect measurement
    · P.7 Similarity rules for triangles
    7.5 · P.10 Triangle Proportionality Theorem
    7.6 · P.8 Similar triangles and similarity transformations
    7.7 · A.2 Scale drawings: word problems
    8.2 · Q.1 Pythagorean Theorem
    · Q.2 Converse of the Pythagorean theorem
    · Q.3 Pythagorean Inequality Theorems
    8.3 · Q.4 Special right triangles
    8.4 · R.1 Trigonometric ratios: sin, cos, and tan
    · R.7 Inverses of trigonometric functions
    · R.8 Trigonometric ratios: find a side length
    · R.9 Trigonometric ratios: find an angle measure
    · R.10 Solve a right triangle
    8.6 · R.11 Law of Sines
    · R.12 Law of Cosines
    · R.13 Solve a triangle
    9.1 · L.5 Reflections: graph the image
    · L.6 Reflections: find the coordinates
    9.2 · L.2 Translations: graph the image
    · L.3 Translations: find the coordinates
    · L.4 Translations: write the rule
    9.3 · L.7 Rotate polygons about a point
    · L.8 Rotations: graph the image
    · L.9 Rotations: find the coordinates
    9.4 · L.10 Compositions of congruence transformations: graph the image
    9.5 · O.1 Line symmetry
    · O.2 Rotational symmetry
    10.1 · U.1 Parts of a circle
    10.2 · U.2 Central angles
    · U.3 Arc measure and arc length
    · U.5 Circle measurements: mixed review
    · U.6 Arcs and Chords
    10.3 · U.2 Central angles
    · U.3 Arc measure and arc length
    · U.5 Circle measurements: mixed review
    · U.6 Arcs and Chords
    10.4 · U.9 Inscribed angles
    · U.10 Angles in inscribed right triangles
    · U.11 Angles in inscribed quadrilaterals I
    10.5 · U.7 Tangent lines
    · U.13 Construct a tangent line to a circle
    10.8 · V.3 Write equations of circles in standard form from graphs
    · V.4 Write equations of circles in standard form using properties
    · V.5 Graph circles
    11.1 · S.1 Perimeter
    · S.2 Areas of rectangles and squares
    · S.3 Area of parallelograms and triangles
    11.2 · S.4 Area of trapezoids
    · S.5 Area and perimeter in the coordinate plane
    11.3 · S.7 Area and circumference of circles
    11.5 · S.10 Area and Perimeter of Similar Figures
    12.2 to 12.6 · T.1 Introduction to surface area and volume
    · T.2 Surface area of prisms and cylinders
    · T.3 Surface area of pyramids and cones
    · T.4 Volume of prisms and cylinders
    · T.5 Volume of pyramids and cones
    · T.6 Surface area and volume of spheres
    · T.7 Introduction to similar solids
    · T.8 Surface area and volume of similar solids
    · T.9 Surface area and volume review
    13.3 · X.7 Geometric Probability