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FUN WITH GEOMETRICAL FIGURES
FINDING SHAPES:
 USE THE FINDING SHAPES WORKSHEET PROVIDED AND
FIND SHAPES AROUND THE ROOM THAT FIT INTO EACH
CATEGORY:
 CIRCLES TRIANGLES
 SQUARES RECTANGLES
 FIND AS MANY SHAPES AS YOU CAN IN 5 MINUTES, GO!
COMMON SHAPES &
CHARACTERISTISCS:
What are some characteristics of a circle?
What about a triangle?
A square and rectangle?
What do we notice about the square and
rectangle and their similarities?
COMMON SHAPES:
 CIRCLE – A SET OF POINTS EQUAL DISTANCE FROM A GIVEN
POINT, CALLED THE CENTER OF THE CIRCLE WITH NO ANGLES.
 RECTANGLE –
 SQUARE –
 TRIANGLE –
COMMON SHAPES:
 CIRCLE – A SET OF POINTS EQUAL DISTANCE FROM A GIVEN
POINT, CALLED THE CENTER OF THE CIRCLE WITH NO ANGLES.
 RECTANGLE – A SHAPE THAT HAS 4 POINTS AT 4 CORNERS WITH
2 SHORT SIDES OF EQUAL LENGTH THAT ARE OPPOSITE OF EACH
OTHER AND 2 LONG SIDES OF EQUAL LENGTH THAT ARE
OPPOSITE OF EACH OTHER. THIS SHAPE HAS 4 RIGHT ANGLES.
 SQUARE –
 TRIANGLE –
COMMON SHAPES:
 CIRCLE – A SET OF POINTS EQUAL DISTANCE FROM A GIVEN
POINT, CALLED THE CENTER OF THE CIRCLE WITH NO ANGLES.
 RECTANGLE – A SHAPE THAT HAS 4 POINTS AT 4 CORNERS WITH 2
SHORT SIDES OF EQUAL LENGTH THAT ARE OPPOSITE OF EACH
OTHER AND 2 LONG SIDES OF EQUAL LENGTH THAT ARE
OPPOSITE OF EACH OTHER. THIS SHAPE HAS 4 RIGHT ANGLES
 SQUARE – A RECTANGLE WITH 4 CONGRUENT SIDES AND 4 RIGHT
ANGLES.
 TRIANGLE -
COMMON SHAPES:
 CIRCLE – A SET OF POINTS EQUAL DISTANCE FROM A GIVEN
POINT, CALLED THE CENTER OF THE CIRCLE WITH NO ANGLES.
 RECTANGLE – A SHAPE THAT HAS 4 POINTS AT 4 CORNERS WITH
2 SHORT SIDES OF EQUAL LENGTH THAT ARE OPPOSITE OF
EACH OTHER AND 2 LONG SIDES OF EQUAL LENGTH THAT ARE
OPPOSITE OF EACH OTHER. THIS SHAPE HAS 4 RIGHT ANGLES
 SQUARE – A RECTANGLE WITH 4 CONGRUENT SIDES AND 4
RIGHT ANGLES.
 TRIANGLE – A SHAPE WITH 3 SIDES AND 3 ANGLES.
 **Now draw each shape next to its definition**
TYPES OF TRIANGLES:
ACUTE ANGLE – AN ANGLE LESS THAN 90 DEGREES
--show me with your arms what this angle looks like?
 OBTUSE ANGLE – AN ANGLE GREATER THAN 90
DEGREES
-- show me with your arms what this angle looks like?
 RIGHT TRIANGLE – A TRIANGLE WITH ONE 90
DEGREE ANGLE AND 2 ACUTE ANGLES
 --show me with your arms what this angle looks like?
NOW LET’S TRY TO DRAW THESE!
 What do you notice about the sides of these different triangles?
 What about the shapes each triangle makes?
-- Let’s Discuss!
 SCALENE TRIANGLE – ALL 3 SIDES AND ALL 3
ANGLES ARE DIFFERENT
 --Try and draw this!
 EQUILATERAL TRIANGLE – ALL 3 ANGLES ARE
THE SAME AND ALL 3 SIDES ARE CONGRUENT
 --Try and draw this
 ISOSCELES TRIANGLE – 2 ANGLES ARE THE
SAME AND 2 SIDES ARE CONGRUENT
 --Try and draw this
--CAN A TRIANGLE BE ACUTE AND
EQUILATERAL?
-- OBTUSE AND ISOCLELES?
-- ANY COMBINATIONS OF THESE?
WHY OR WHY NOT?
TALK WITH A PARTNER.
Geometrical figures
Geometrical figures

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Geometrical figures

  • 2. FINDING SHAPES:  USE THE FINDING SHAPES WORKSHEET PROVIDED AND FIND SHAPES AROUND THE ROOM THAT FIT INTO EACH CATEGORY:  CIRCLES TRIANGLES  SQUARES RECTANGLES  FIND AS MANY SHAPES AS YOU CAN IN 5 MINUTES, GO!
  • 3.
  • 4. COMMON SHAPES & CHARACTERISTISCS: What are some characteristics of a circle? What about a triangle? A square and rectangle? What do we notice about the square and rectangle and their similarities?
  • 5. COMMON SHAPES:  CIRCLE – A SET OF POINTS EQUAL DISTANCE FROM A GIVEN POINT, CALLED THE CENTER OF THE CIRCLE WITH NO ANGLES.  RECTANGLE –  SQUARE –  TRIANGLE –
  • 6. COMMON SHAPES:  CIRCLE – A SET OF POINTS EQUAL DISTANCE FROM A GIVEN POINT, CALLED THE CENTER OF THE CIRCLE WITH NO ANGLES.  RECTANGLE – A SHAPE THAT HAS 4 POINTS AT 4 CORNERS WITH 2 SHORT SIDES OF EQUAL LENGTH THAT ARE OPPOSITE OF EACH OTHER AND 2 LONG SIDES OF EQUAL LENGTH THAT ARE OPPOSITE OF EACH OTHER. THIS SHAPE HAS 4 RIGHT ANGLES.  SQUARE –  TRIANGLE –
  • 7. COMMON SHAPES:  CIRCLE – A SET OF POINTS EQUAL DISTANCE FROM A GIVEN POINT, CALLED THE CENTER OF THE CIRCLE WITH NO ANGLES.  RECTANGLE – A SHAPE THAT HAS 4 POINTS AT 4 CORNERS WITH 2 SHORT SIDES OF EQUAL LENGTH THAT ARE OPPOSITE OF EACH OTHER AND 2 LONG SIDES OF EQUAL LENGTH THAT ARE OPPOSITE OF EACH OTHER. THIS SHAPE HAS 4 RIGHT ANGLES  SQUARE – A RECTANGLE WITH 4 CONGRUENT SIDES AND 4 RIGHT ANGLES.  TRIANGLE -
  • 8. COMMON SHAPES:  CIRCLE – A SET OF POINTS EQUAL DISTANCE FROM A GIVEN POINT, CALLED THE CENTER OF THE CIRCLE WITH NO ANGLES.  RECTANGLE – A SHAPE THAT HAS 4 POINTS AT 4 CORNERS WITH 2 SHORT SIDES OF EQUAL LENGTH THAT ARE OPPOSITE OF EACH OTHER AND 2 LONG SIDES OF EQUAL LENGTH THAT ARE OPPOSITE OF EACH OTHER. THIS SHAPE HAS 4 RIGHT ANGLES  SQUARE – A RECTANGLE WITH 4 CONGRUENT SIDES AND 4 RIGHT ANGLES.  TRIANGLE – A SHAPE WITH 3 SIDES AND 3 ANGLES.  **Now draw each shape next to its definition**
  • 9. TYPES OF TRIANGLES: ACUTE ANGLE – AN ANGLE LESS THAN 90 DEGREES --show me with your arms what this angle looks like?  OBTUSE ANGLE – AN ANGLE GREATER THAN 90 DEGREES -- show me with your arms what this angle looks like?  RIGHT TRIANGLE – A TRIANGLE WITH ONE 90 DEGREE ANGLE AND 2 ACUTE ANGLES  --show me with your arms what this angle looks like?
  • 10. NOW LET’S TRY TO DRAW THESE!  What do you notice about the sides of these different triangles?  What about the shapes each triangle makes? -- Let’s Discuss!
  • 11.  SCALENE TRIANGLE – ALL 3 SIDES AND ALL 3 ANGLES ARE DIFFERENT  --Try and draw this!  EQUILATERAL TRIANGLE – ALL 3 ANGLES ARE THE SAME AND ALL 3 SIDES ARE CONGRUENT  --Try and draw this  ISOSCELES TRIANGLE – 2 ANGLES ARE THE SAME AND 2 SIDES ARE CONGRUENT  --Try and draw this
  • 12. --CAN A TRIANGLE BE ACUTE AND EQUILATERAL? -- OBTUSE AND ISOCLELES? -- ANY COMBINATIONS OF THESE? WHY OR WHY NOT? TALK WITH A PARTNER.

Editor's Notes

  1. CLASS DISCUSSION ON EX’S AND CHARACTERICTICS OF EACH
  2. DRAWING SHAPES FREEHAND IN NOTES WHAT IS AN ANGLE, CONGRUENCY, AND DEGREES = 180
  3. MATCH WITH PICTURES