Discovering Properties of Parallelograms
... Construct two parallel segments. Label one segment TR and the other segment PA. Connect T and P with a segment and connect R and A with a segment so that you have trapezoid TRAP. Measure the consecutive angles between the bases of TRAP. (Remember consecutive angles are not the same as base angles.) ...
... Construct two parallel segments. Label one segment TR and the other segment PA. Connect T and P with a segment and connect R and A with a segment so that you have trapezoid TRAP. Measure the consecutive angles between the bases of TRAP. (Remember consecutive angles are not the same as base angles.) ...
2.8 Parallel Lines Cut By A Transversal
... When we extended the sides of triangles to find interior and exterior angle measurements, we created a situation that was very similar to parallel lines cut by a transversal. In this section we will explore what types of angles are created when we have a transversal cutting parallel lines. ...
... When we extended the sides of triangles to find interior and exterior angle measurements, we created a situation that was very similar to parallel lines cut by a transversal. In this section we will explore what types of angles are created when we have a transversal cutting parallel lines. ...
Lesson 54: Angle Relationships
... Two angles whose measures total 180° are called supplementary angles. Supplementary angles may be adjacent angles, but it is not necessary that they are adjacent. ...
... Two angles whose measures total 180° are called supplementary angles. Supplementary angles may be adjacent angles, but it is not necessary that they are adjacent. ...
• Division Answers Ending with Zero
... did he drive each hour? To find “about how many miles” Mr. Griffith drove each hour, we can use compatible numbers to estimate. Since 250 is close to 254 and is divisible by 5, we divide 250 by 5 to estimate. 250 miles ÷ 5 hours = 50 miles each hour Mr. Griffith drove about 50 miles each hour. ...
... did he drive each hour? To find “about how many miles” Mr. Griffith drove each hour, we can use compatible numbers to estimate. Since 250 is close to 254 and is divisible by 5, we divide 250 by 5 to estimate. 250 miles ÷ 5 hours = 50 miles each hour Mr. Griffith drove about 50 miles each hour. ...
Parallelogram
... Why: To introduce basic geometry vocabulary and focus on quadrilateral relationships. ...
... Why: To introduce basic geometry vocabulary and focus on quadrilateral relationships. ...
Review of Geometry - East LA College Faculty Pages
... A and E have the same measure (congruent) B and F have the same measure (congruent) C and G have the same measure (congruent) D and H have the same measure (congruent) TOPICS ...
... A and E have the same measure (congruent) B and F have the same measure (congruent) C and G have the same measure (congruent) D and H have the same measure (congruent) TOPICS ...
