BMGM-2 BMGM-3 BMGM-1 BMGM-7 BMGM-6 BMGM-5 BMGM-8 BMGM-9 BMGM-10 BMGM-11 DXGM-7 DXGM-23 BMGM-12 BMGM-13 BMGM-14 BMGM-15 BMGM-16 DXGM-9

Transcription

1 Objective Code Advance BMGM-2 BMGM-3 BMGM-1 BMGM-7 BMGM-6 BMGM-5 BMGM-8 BMGM-9 BMGM-10 BMGM-11 DXGM-7 DXGM-8 BMGM-12 BMGM-13 BMGM-14 BMGM-15 BMGM-16 DXGM-9 DXGM-10 DXGM-11 DXGM-15 DXGM-17 DXGM-16 DXGM-18 BMGM-17 BMGM-21 DXGM-19 BMGM-18 BMGM-19 DXGM-20 DXGM-21 BMGM-59 BMGM-60 BMGM-61 BMGM-62 DXGM-23 DXGM-22 BMGM-65 BMGM-67 DXGM-30 BMGM-69 DXGM-31 DXGM-32 DXGM-33 BMGM-63 DXGM-47

2 BMGM-70 DXGM-26 DXGM-27 BMGM-71 BMGM-72 BMGM-73 BMGM-74 BMGM-76 DXGM-52 DXGM-56 BMGM-78 BMGM-77 DXGM-55 BMGM-91 BMGM-92 DXGM-34 BMGM-93 BMGM-94 BMGM-95 DXGM-35 DXGM-37 DXGM-38 BMGM-96 BMGM-97 BMGM-103 BMGM-104 DXGM-41 BMGM-107 DXGM-45 DXGM-46 BMGM-106 DXGM-43 BMGM-108 DXGM-48 DXGM-49 BMGM-109 DXGM-51 BMGM-35 BMGM-112 BMGM-113 BMGM-81 BMGM-82 BMGM-83 DXGM-59 BMGM-85 DXGM-60 DXGM-61

3 DXGM-3 DXGM-4 DXGM-5 BMGM-145 BMGM-146 DXGM-2 BMGM-144 DXGM-1 BMGM-147 BMGM-148 BMGM-153 DXGM-106 BMGM-151 BMGM-154 DXGM-107 BMGM-149 BMGM-150 BMGM-155 DXGM-109 BMGM-152 BMGM-156 DXGM-112 BMGM-157 BMGM-114 DXGM-72 BMGM-117 DXGM-73 DXGM-79 DXGM-80 DXGM-81 DXGM-82 BMGM-115 BMGM-116 DXGM-83 DXGM-84 DXGM-85 DXGM-86 DXGM-87 BMGM-25 DXGM-130 BMGM-24 BMGM-27 DXGM-133 DXGM-132 BMGM-33 BMGM-32 BMGM-38

4 DXGM-135 BMGM-132 BMGM-133 BMGM-134 BMGM-135 BMGM-136 BMGM-137 BMGM-140 BMGM-138 BMGM-142 BMGM-141 BMGM-131 BMGM-143 BMGM-39 BMGM-40 BMGM-41 BMGM-42 BMGM-45 DXGM-63 BMGM-48 BMGM-49 BMGM-50 BMGM-51 BMGM-52

5 Name of the Objective 1. Basic terms & notation 2. Points, lines, planes, & space 3. Collinear & coplanar points 4. Segment Addition Postulate 5. WP: Midpoints & number lines 6. Use midpoint to find measure of segment 7. Angle definitions, notation, & properties 8. Classify angles as acute, right, or obtuse 9. Estimate & draw angles 10. Angle addition & angle bisectors 11. Determine a length or an angle measure using the segment addition postulate or the angle addition postulate 12. Solve a problem involving a bisected angle or a bisected segment 13. Linear pairs & vertical angles 14. Use algebra to find complements or supplements 15. WP: Angle relationships 16. Ordered pairs 17. Midpoints in the coordinate plane 18. Determine the distance between two points 19. Solve a problem involving the distance formula 20. Determine the midpoint of a line segment given the coordinates of the endpoints 21. Identify angle relationships formed by multiple lines and transversals 22. Identify parallel lines using angle relationships 23. Determine the measure of an angle formed by parallel lines and one or more transversals 24. Determine the measure of an angle in a figure involving parallel and/or perpendicular lines 25. Slope of a line 26. Write equation of a line 27. Determine if lines through points with given coordinates are parallel or perpendicular 28. Graph line on coordinate plane 29. Use slope to find parallel or perpendicular 30. Determine the coordinates of a point through which a line must pass in order to be parallel or perpendicular to 31. Determine an equation for a line parallel or perpendicular to a given graphed line 32. Name parts of triangles 33. Classify triangles as scalene, isos, or equil 34. Classify triangles as acute, obtuse, or right 35. Interior & exterior angles of triangles 36. Determine the measure of an angle using angle relationships and the sum of the interior angles in a triangle 37. Determine the measure of an angle using the sum of the interior angles in a triangle 38. Angle measures in isosceles triangles 39. Corresponding parts of congruent triangles 40. Determine the length of a side or the measure of an angle in congruent triangles 41. Proofs: Triangles 42. Identify a triangle congruence postulate that justifies a congruence statement 43. Identify congruent triangles using triangle congruence postulates or theorems 44. Solve a problem involving a point on the bisector of an angle 45. Medians, altitudes, angle bisectors, & midsegments 46. Determine a length in a triangle using a midsegment

6 47. Proofs: Direct & indirect 48. Solve a problem using inequalities in a triangle 49. Solve a problem involving two triangles by using the hinge theorem and other triangle inequality relationships 50. Pythagorean Theorem to solve sides 51. Pythagorean Theorem to determine right triangle 52. Pythagorean triples 53. Side lengths to classify triangles by angles 54. WP: Pythagorean Theorem 55. Determine a length in a complex figure using the Pythagorean theorem 56. WP: Solve a problem involving a complex figure using the Pythagorean theorem triangles triangles 59. WP: Determine a length using the properties of a degree triangle or a degree triangle 60. Identify polygons by # of sides 61. Polygon properties 62. Determine the measure of an angle or the sum of the angles in a polygon 63. Sum of interior angles of polygons 64. Interior or exterior angles of polygons 65. WP: Polygons 66. Determine a length or an angle measure using general properties of parallelograms 67. Determine a length or an angle measure using properties of kites 68. Determine a length or an angle measure using properties of trapezoids 69. Classify quadrilaterals 70. Quadrilateral characteristics 71. Solve proportions 72. WP: Solve proportions 73. Determine the scale factor relating two similar polygons 74. Similar figures & proportions 75. Identify a triangle similarity postulate that justifies a similarity statement 76. Identify similar triangles using triangle similarity postulates or theorems 77. Proofs: Similar triangles 78. Determine the length of a side or the measure of an angle in similar triangles 79. Similar triangles & proportions 80. Determine a length using parallel lines and proportional parts 81. Determine a length in a triangle given the bisector of an angle and other lengths 82. Determine the volume of an oblique prism or an oblique cylinder 83. WP: Determine a length using similarity 84. Dilations 85. Geometric mean 86. Geometric mean with similar right triangles 87. Sine & cosine ratios 88. Tangent ratio 89. Trig to solve sides in triangle 90. Determine the measure of an angle using a sine, cosine, or tangent ratio in a right triangle 91. WP: Trigonometry 92. WP: Determine a length in a right triangle using a sine, cosine, or tangent ratio 93. WP: Determine the measure of an angle in a right triangle using a sine, cosine, or tangent ratio

7 94. Visualize a 3-dimensional shape from different perspectives 95. Identify a cross section of a 3-dimensional shape 96. Relate a net to a 3-dimensional shape 97. Nets for solids 98. Isometric & orthographic drawings 99. Relate a 3-dimensional shape to its top, side, and front views 100. Name & draw solids, with & without perspective 101. Determine the number of faces, edges, or vertices in a 3-dimensional figure 102. Surface area of rectangular prisms 103. Surface area of non-rectangular prisms 104. Surface area of cylinders 105. Determine a length given the surface area of a right cylinder or a right prism that has a rectangle or a right tri 106. Surface area of rectangular pyramids 107. Surface area of cones 108. Solve a problem involving the surface area of a cone or a pyramid that has a rectangle or right triangle as a ba 109. Volume of rectangular prisms & cubes 110. Volume of non-rectangular prisms 111. Volume of cylinders 112. WP: Similar triangles & proportions 113. Volume of pyramids 114. Volume of cones 115. Determine the volume of an oblique pyramid or an oblique cone 116. Volume or surface area of spheres 117. Parts of circles 118. Determine the measure of an arc or a central angle using the relationship between the arc and the central an 119. Chords & intercepted arcs 120. Solve a problem involving the length of an arc 121. Determine the measure of an arc or an angle using the relationship between an inscribed angle and its interce 122. Determine the measure of an arc or an angle using properties of an inscribed triangle or quadrilateral 123. Determine the measure of an arc or an angle formed by intersecting chords or a chord that intersects a tange 124. Determine the measure of an arc or an angle formed by two tangents, two secants, or a tangent and a secant 125. Central & inscribed angles & arcs 126. Inscribed quadrilaterals 127. Determine a length using intersecting chords, two secants that intersect outside a circle, or a tangent and a se 128. Solve a problem involving intersecting chords, tangents, and/or secants of a circle 129. Determine an equation of a circle 130. Determine the radius, center, or diameter of a circle given an equation 131. Determine the area or circumference of a circle given an equation of the circle 132. Reflections 133. Determine the coordinates of a preimage or an image given a reflection across a horizontal line, a vertical line 134. Translations 135. Rotations 136. Determine the coordinates of the image of a figure after two transformations of the same type 137. Determine the angle of rotational symmetry of a figure 138. Lines of symmetry 139. Isometries & congruence 140. Identify symmetries in a tessellation

8 141. Determine the transformation used to create a pattern or tessellation 142. Area & perimeter of rectangles & squares 143. Area of parallelograms 144. Area of triangles 145. Area of trapezoids 146. Area of rhombuses & kites 147. Area of circles 148. Area of regular polygons 149. Area of sector or segment 150. Perimeter of composite shapes 151. Area of composite shapes 152. Estimate area 153. Geometric probability using area 154. Visual patterns 155. Numerical patterns 156. Conditionals & logical statements 157. Converses, inverses, & contrapositives 158. Conjunctions & disjunctions 159. Use deductive reasoning to draw a valid conclusion from conditional statements 160. Proofs: Algebra & properties of equality 161. Proofs: Angle & segment addition 162. Proofs: Angles 163. Angles formed by parallel lines & transversals 164. Parallel line properties

9 o a given line

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11 iangle as a base ase ngle epted arc ent to a circle t that intersect outside a circle ecant that intersect outside a circle e, the line y = x, or the line y = -x