71b complete.notebook I know how to classify triangles and I know the sum of the interior angles in a triangle 71b complete.notebook Do Now: Take out marker boards for review 71b complete.notebook What type of angle(s)... 71b complete.notebook 71b complete.notebook 71b complete.notebook 71b complete.notebook 71b complete.notebook 71b complete.notebook Create an equation for... 6x + 11 4x + 9 71b complete.notebook 7x 2x 71b complete.notebook 7x + 12 8x + 11 71b complete.notebook 8x + 10 7x + 10 71b complete.notebook 71b complete.notebook Activity #1: Try to sort the triangles into 3 groups by looking at their biggest angle. 71b complete.notebook Classifying Triangles based on their angles 1.Acute triangles Have 3 acute angles 2.Obtuse Triangles Have 1 obtuse angle 3.Right Triangles Have 1 right angle 71b complete.notebook Activity #2: Measure the angles in all of your triangles. For each triangle add up the 3 angles and write the sum under the triangle. 71b complete.notebook Big Idea: The sum of the interior angles in any triangle is 1800 71b complete.notebook Activity #3: Measure the 3 sides of your triangles. Sort them into 3 groups based on triangles that have no equal sides, triangles that have 2 equal sides, and triangles that have 3 equal sides 71b complete.notebook Classifying Triangles based on their sides 1. Scalene- Have 0 equal sides or equal angles 2. Isosceles- Have 2 equal sides and 2 equal angles 3. Equilateral- Have 3 equal sides and 2 equal angles. All of the angles measure 71b complete.notebook Review: In any type of triangle the angles add up to Classify by angle obtuse classify by side scalene right acute Isosceles equilateral 71b complete.notebook Marker Boards: 71b complete.notebook All the angles in a triangle add to 2x 3x + 20 x+10 71b complete.notebook CW: On the marker board draw a triangle and put expressions in the 3 angles. Solve your problem on a separate sheet of paper. 71b complete.notebook HW 71: p.472 #1-14 71b complete.notebook
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