Download - Angles power point

Transcript

Page 1: Angles power point

ST. JULIÀ DE CERDANYOLA

“Where you can find the harmony that your body needs”

Page 2: Angles power point

INDEX•Situation

•Information about the village

•History

•Festivities

•Beautiful places

•Anecdotes

Page 3: Angles power point

St. Julià’s Situation

Page 4: Angles power point

Information about de village

Page 5: Angles power point

Page 6: Angles power point

History

Page 7: Angles power point

Festivities

Page 8: Angles power point

Beautiful Places

Page 9: Angles power point

Anecdotes

Top Related

$Refraction Power- Point Power Point 10-3$

Refraction Power- Point Power Point 10-3

Power point monstrea angles p.j.a

Power point monstrea angles p.j.a

Power angles final!!!!

Power angles final!!!!

Lesson 6: Solve for Unknown Angles Angles and Lines at a Point · Lesson 6: Solve for Unknown Angles—Angles and Lines at a Point Student Outcomes Students review formerly learned

Lesson 6: Solve for Unknown Angles Angles and Lines at a Point · Lesson 6: Solve for Unknown Angles—Angles and Lines at a Point Student Outcomes Students review formerly learned

Angles pawer point 2 (1) real real 2

Angles pawer point 2 (1) real real 2

Calculating angles around a point - Branfil Rose Maths/Year 5... · 2020. 6. 25. · Calculating angles around a point 1 Work out the sizes of the unknown angles. a) c) a = ° c =

Calculating angles around a point - Branfil Rose Maths/Year 5... · 2020. 6. 25. · Calculating angles around a point 1 Work out the sizes of the unknown angles. a) c) a = ° c =

Identifying-Angles-PowerPoint-Adobe-Reader- 405802sjmhomelearning.weebly.com/.../5/8735057/identifying-angles-power… · Title: Identifying-Angles-PowerPoint-Adobe-Reader-_405802.pdf

Identifying-Angles-PowerPoint-Adobe-Reader- 405802sjmhomelearning.weebly.com/.../5/8735057/identifying-angles-power… · Title: Identifying-Angles-PowerPoint-Adobe-Reader-_405802.pdf

The angles at a point (full turn) add up to · The angles at a point (full turn) add up to 360 degrees. No, he is incorrect. The angles in a straight line should add up to 180 degrees

The angles at a point (full turn) add up to · The angles at a point (full turn) add up to 360 degrees. No, he is incorrect. The angles in a straight line should add up to 180 degrees