# 9.3 notes

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Education

Published on February 24, 2014

Author: Mrs_Hedrick

Source: slideshare.net

9.3 classifying polynomials February 24, 2014 Classify each angle as  acute, right or obtuse. 85o 160 o 36o 90o BELLWORK Objective: classifying polygons Apr 22­6:28 PM HW pg. 451 #8­24 evens 1

9.3 classifying polynomials February 24, 2014 Page 468 # 1 ­ 12, 16 17 1. supplementary 2. vertical 3. m<1 = 80 o, m<2 = 100 o, m<3 = 80 o 4. vertical <3, adjacent <2, m<1 = 40 o 5. vertical <3, adjacent <2, m<1 = 110 o 6. <1  + <5, <2 and <6, <3 and <7, <4 and <8 7. <2 and <8, <3 and <5 8. <6, <2, <4 9. a.  <5, <3, <7   b.  m<6, 8, 2, 4 = 135 o  m<1, 3, 7 = 45 o 10. 180o 11. complementary 12. vertical <KPL, adjacent <JPI and <HPM, m<1 = 34 o 16. m<1 = 60 o, m<2 = 60 o 17. a. 3x = x + 30; x = 15       b. 45 o       c. 135 o Apr 27­7:50 AM HW pg. 451 #8­24 evens 2

9.3 classifying polynomials Acute Triangle 3 acute angles Equilateral Triangle three congruent sides February 24, 2014 Right Triangle one right angle Isosceles Triangle at least 2 congruent sides Obtuse Triangle one obtuse angle Scalene Triangle no congruent sides Apr 22­6:30 PM HW pg. 451 #8­24 evens 3

9.3 classifying polynomials February 24, 2014 Apr 22­6:37 PM HW pg. 451 #8­24 evens 4

9.3 classifying polynomials February 24, 2014 Parallelogram both pairs of  opposite parallel sides Rhombus four congruent  sides Quadrilateral    four sides Square four 90o  angles and four  congruent sides Trapezoid exactly one pair of parallel sides Rectangle four 90o  angles Apr 22­6:39 PM HW pg. 451 #8­24 evens 5

9.3 classifying polynomials February 24, 2014 Name the types of quadrilaterals that have both pairs of opposite sides parallel. Name the types of quadrilaterals that have four right angles. Apr 22­6:45 PM HW pg. 451 #8­24 evens 6

9.3 classifying polynomials February 24, 2014 regular polygon - all sides congruent and all angles congruent Apr 22­6:46 PM HW pg. 451 #8­24 evens 7

9.3 classifying polynomials February 24, 2014 A contractor is framing a regular octagonal gazebo. Write the formula for the perimeter of the gazebo in terms of the length of a side. Evaluate the formula for a side length of 7 ft. Apr 22­6:48 PM HW pg. 451 #8­24 evens 8

9.3 classifying polynomials February 24, 2014 9.3 HW pg. 451 # 8-24 evens Apr 22­6:49 PM HW pg. 451 #8­24 evens 9

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