shape angle-revision-hints

18
Names for angles < 90 = 90 90 < a < 180 180 < a < 360

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Post on 05-Dec-2014

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DESCRIPTION

A series of 18 screens that contain diagrams about basic angle facts. Students have to annotate the screens with key results. Spelling error c

TRANSCRIPT

Page 1: Shape angle-revision-hints

Names for angles

< 90 = 90

90 < a < 180180 < a < 360

Page 2: Shape angle-revision-hints

Compass points and bearings

North

East

South

West

000

090

180

270

Page 3: Shape angle-revision-hints

Angles at a point

Page 4: Shape angle-revision-hints

Angles on a line

Page 5: Shape angle-revision-hints

Complementary angles

Page 6: Shape angle-revision-hints

Opposite angles

Page 7: Shape angle-revision-hints

Parallel lines: Corresponding angles

Page 8: Shape angle-revision-hints

Parallel lines: Alternate angles

Page 9: Shape angle-revision-hints

Parallel lines: Allied angles

Page 10: Shape angle-revision-hints

Angles in a triangle

Page 11: Shape angle-revision-hints

Named triangles...

Page 12: Shape angle-revision-hints

Angles in a quadrilateral

Page 13: Shape angle-revision-hints

Named quadrilaterals

Page 14: Shape angle-revision-hints

Interior and exterior angles

Also called external and internal angles

Page 15: Shape angle-revision-hints

PolygonsTriangle

Rectangle

Pentagon

Hexagon

Heptagon

Octagon

Nonagon

Decagon

Irregular

Regular

Page 16: Shape angle-revision-hints

Exterior angles of a polygon

IrregularRegular

e = 360 n

e

Exterior angle must be factor of 360

Exterior angles add to 360

Page 17: Shape angle-revision-hints

Interior angles of a polygon

Total internal angle

= (n – 2) ×180

Regular

(n – 2) ×180

n i =

i e

i = 180 - e

Page 18: Shape angle-revision-hints

Circle angles