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Find the slopes of RS and TS for the given points, R, T, and S. Determine whether RS and TS are perpendicular or not perpendicular. R(4,5), S(-1,10), T(13,20) Bell Ringer

Find the slopes of RS and TS for the given points, R, T, and S. Determine whether RS and TS are perpendicular or not perpendicular. R(4,5), S(-1,10), T(13,20)

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Page 1: Find the slopes of RS and TS for the given points, R, T, and S. Determine whether RS and TS are perpendicular or not perpendicular. R(4,5), S(-1,10), T(13,20)

Find the slopes of RS and TS for the given points, R, T, and S. Determine whether RS and TS are perpendicular or not perpendicular.

R(4,5), S(-1,10), T(13,20)

Bell Ringer

Page 2: Find the slopes of RS and TS for the given points, R, T, and S. Determine whether RS and TS are perpendicular or not perpendicular. R(4,5), S(-1,10), T(13,20)

8-1 Investigate interior and exterior angles of

polygons

Page 3: Find the slopes of RS and TS for the given points, R, T, and S. Determine whether RS and TS are perpendicular or not perpendicular. R(4,5), S(-1,10), T(13,20)

Partners take turns, one solving a problem while the other coaches.

1. Partner A solves the first problem. 2. Partner B watches and listens, checks,

coaches if necessary, and praises. 3. Partner B solves the next problem. 4. Partner A watches and listens, checks,

coaches if necessary, and praises.

Rally Coach

Page 4: Find the slopes of RS and TS for the given points, R, T, and S. Determine whether RS and TS are perpendicular or not perpendicular. R(4,5), S(-1,10), T(13,20)

Find the slopes of RS and TS for the given points, R, T, and S. Determine whether RS and TS are perpendicular or not perpendicular.

1. R(-9,6), S(3,8). T(1,20)2. R(-6,-1), S(5,3), T(2,5)

Rally Coach

Page 5: Find the slopes of RS and TS for the given points, R, T, and S. Determine whether RS and TS are perpendicular or not perpendicular. R(4,5), S(-1,10), T(13,20)

R.4.G.2   Objective: I will find the sum of the

measures of the interior and exterior angles of polygons. I will also find the measure of each interior and exterior angle when the sides and angles are all congruent, which is called a regular polygon.

Geometry SLE

Page 6: Find the slopes of RS and TS for the given points, R, T, and S. Determine whether RS and TS are perpendicular or not perpendicular. R(4,5), S(-1,10), T(13,20)

Students take turns stating and writing responses or solutions. Record answers on one sheet of paper.

Write Rally Robin

Page 7: Find the slopes of RS and TS for the given points, R, T, and S. Determine whether RS and TS are perpendicular or not perpendicular. R(4,5), S(-1,10), T(13,20)

Name as many polygons as you can think of and record your answers on your sheet of paper.

Page 8: Find the slopes of RS and TS for the given points, R, T, and S. Determine whether RS and TS are perpendicular or not perpendicular. R(4,5), S(-1,10), T(13,20)

Class share time!

Page 9: Find the slopes of RS and TS for the given points, R, T, and S. Determine whether RS and TS are perpendicular or not perpendicular. R(4,5), S(-1,10), T(13,20)

Convex Polygon

Number of Sides

Number of Triangles

Sum of Angle Measures

Triangle

Quadrilateral

Pentagon

Hexagon

Heptagon

Types of Polygons

Page 10: Find the slopes of RS and TS for the given points, R, T, and S. Determine whether RS and TS are perpendicular or not perpendicular. R(4,5), S(-1,10), T(13,20)
Page 11: Find the slopes of RS and TS for the given points, R, T, and S. Determine whether RS and TS are perpendicular or not perpendicular. R(4,5), S(-1,10), T(13,20)

Benzene Molecule

The benzene molecule C6H6, consists of six carbon atoms in a regular hexagonal pattern with a hydrogen atom attached to each carbon atom. Find the sum of the measures of the interior angles of the hexagon.

The chemical compound benzene (C6H6) is a colorless, flammable, aromatic hydrocarbon, that is a known carcinogen. It boils at 80.1°C and melts at 5.5°C. Benzene has a heat of vaporization of 44.3 kJ/mol and a heat of fusion of 9.84 kJ/mol. Produced by hydrogen reduction of some allotropes of carbon, or from petroleum, it is used in the creation of drugs, plastics, gasoline, synthetic rubber, napalm and dyes.