Download 1st Semester Final Review Prove that verticals angles are congruent

1st Semester Final Review
Prove that verticals angles are congruent
Prove that if two parallel lines are cut by a transversal, then alternate interior angles are congruent.
Find the values of the variables in the figures below.
Given that bisects angle BCD and ≅ . Which
Of the following methods can be used to prove triangle
ABC is congruent to triangle ADC?
What are characteristics of the following shapes?
Parallelograms
Squares
Rectangles
Kites
Rhombus
Isosceles Trapezoids
Find the value of the numbered angles for each of the parallelograms below.
Prove that opposite sides of a parallelogram are congruent.
Translations, Reflections, and Rotations preserve size and shape, so they preserve angle measures
and side lengths.
Dilations just preserve angle measures.
Transformations that are not dilations do not preserve angle measures or side lengths.
Do the following transformations preserve side lengths and angle measures? Write yes or no.
(x, y) (-y, x)
(x, y ) (2, (x, y ) ( , Which of the following transformations preserve angles measures only?
(x, y) (-y, x)
(x, y ) (2, (x, y ) ( , Which of the following transformations do not preserve angle measures or side lengths?
(x, y) (-y, x)
(x, y ) (2, (x, y ) ( , , create any proportions that must be true regarding segments?
If is parallel to What series of transformations will map FGHIJ onto ABCDE. Be specific. You may use coordinate rules or
function notation.
Find the value of the variable