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Angles Jessica Negron. What is the sum of a 90 degree angle plus a 20 degree angle, what kind of angle is it?

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Presentation on theme: "Angles Jessica Negron. What is the sum of a 90 degree angle plus a 20 degree angle, what kind of angle is it?"— Presentation transcript:

1 Angles Jessica Negron

2 What is the sum of a 90 degree angle plus a 20 degree angle, what kind of angle is it?

3 The sum of a 90 degree angle and 20 degree angle is 110 degree. The angle for that is an obtuse. “YOU RETARTED FAT GUY.”

4 What is an obtuse angle and can you draw an obtuse for me.

5 “ DANG YOU IS SLOW MEGAN”, AN OBTUSE IS AN ANGLE THAT IS MORE THEN 90 DEGREE ANGLE..KNOW DO YOU GET IT “STUPID”DRIVI NG ME CRAZY Her goes your obtuse greater than 90

6 Ok, but what if its an 90 degree or less then 90 degree.

7 Hmmm m…yea and what is a acute and straight angle or line.

8 OMG! Ya are stressing me out. An acute is less then 90 and a straight line is 180 degree, and a right angle is a 90 degree angle. “DAMN YA IS SO FREAKIG SLOW”

9 Ok I finally learned something today.DAMN but it was by stewie my little bro I fell retarded

10 O0o0o0o 0 ok I get it know…m y head hurts going to go drink with quagmire

11 Good now I’m done with them know I can go back to destroying the world, including Luis.

12 Interior Angle Theorem Proof If two parallel lines are cut by a transversal, the interior angles on the same side of the transversal are supplementary. Given

13 1) a//b with transversal t 2)ray BA and ray BC are opposite rays. 3)angle ABC is a straight angle. 4)m angle ABC=180 degree. 5)m angle1+m angle 4=m angle ABC 6)m angle 1= m angle 5 7)m angle 5+ m angle 4= m angle ABC 8) m angle 5+ m angle 4=180 9)angle 5 and angle 4 are supplementary. 1) Given 2)Defintion of opposite rays 3) Straight line Assumption 4) Definitions of straight angle 5)Angle Addiction Assumption 6) Parallel Lines Postulate 7)Substitution Property 8) Substitution Property 9)Definition of supplementary angles Statement/Conclusion Justification This prove what I’m talking about on the pictures


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