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using graphs and properties to solve equations with exponents
modeling exponential growth and decay
using exponential regression models
comparing linear and exponential models
MODULE 16
segment length and midpoints
angle measures and angle bisectors
representing and describing transformations
reasoning and proof
MODULE 17
translations
reflections
rotations
investigating symmetry
MODULE 18
sequences of transformations
proving figures are congruent using rigid motions
corresponding parts of figures are congruent
MODULE 19
angles formed by intersecting lines
transversals and parallel lines
proving lines are parallel
perpendicular lines
equations of parallel and perpendicular lines
MODULE 20
exploring what makes triangles congruent
ASA triangle congruence
SAS triangle congruence
SSS triangle congruence
MODULE 22
interior and exterior angles
isosceles and equilateral triangles
triangle inequalities
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