INSTRUCTIONS FOR FLIPBOOK: - Alvin ISD

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Step 1: Grab a copy of “Book of Quadrilaterals Page” and “Vocabulary” pages. Step 2: Copy them with one of them flipped 1- 2 sided (I copy on white paper so my students can highlight) Step 3: Grab the “Quadrilateral Family Tree” and “Trapezoids” pages. INSTRUCTIONS FOR FLIPBOOK: Note: It matters the pages you copy 2 sided together or it will NOT work out.

Transcript of INSTRUCTIONS FOR FLIPBOOK: - Alvin ISD

 Step 1: Grab a copy of “Book of Quadrilaterals Page” and “Vocabulary” pages.                              Step 2: Copy them with one of them flipped 1- 2 sided (I copy on white paper so my students can highlight)                              Step 3: Grab the “Quadrilateral Family Tree” and “Trapezoids” pages.                        

INSTRUCTIONS FOR FLIPBOOK: Note: It matters the pages you copy 2 sided together or it will NOT work out.

 Step 4: Copy them with one of them flipped 1- 2 sided                                  Step 5: Grab the “Parallelograms” and “Squares” pages.                          Step 6: Copy them with one of them flipped 1- 2 sided                            

 Step 7: Grab “Rectangles” and “Rhombi” pages.                            Step 8: Copy them with one of them flipped 1- 2 sided                              Step 9: Stagger them like this (I have my students do it in a warm-up) in order (From Bottom: Vocabulary ! Trapezoids ! Squares ! Rhombi) ORDER MATTERS!          

Step 10: Grab the papers like pic below and fold it over                                        Step 11: Your finished product will look like pic below and staple it at top (try to staple VERY CLOSE to top so you have as much writing room as possible – I emphasize this with my kids in the directions).                                                  

Some Sample Work ( I have my kids mark and label their picture):

© Katrina Newell

BOOK OF QuADRILATERALS

Consecutive Angles-

Congruent-

Supplementary-

Bisect-

Parts of a trapezoid:

VOCABuLARY

Naming a Quadrilateral-

Quadrilateral-

Vertices-

Diagonals-

Opposite Sides

Opposite Angles-

QuADRILATERAL FAMILY TREE

Parallelogram-

1. Opposite sides are .

2. Opposite sides are

. 3. Opposite angles are

. 4. Consecutive angles are

. 5. Diagonals each other.

EX 1 Find the value of x.

EX 3 DONE is an isosceles trapezoid. m∠EDO = 110° and m∠DEN = (15x – 5)° . Find the value of ‘x’.

EX 2 AB = 7y + 6, EF = 5y – 3, and DC = y – 2, find value of ‘y’.

EX 4 TRAP is an isosceles trapezoid. If PR = 3x – 7 and TA = 20. Find the value of ‘x’.

TRAPEZOIDS

D

A

C

B

E F

Rhombus-

1. Opposite sides .

2. Opposite sides . 3. Opposite angles . 4. Consecutive angles are ___________________.

. 5. Diagonals each other. 6. Four sides.

7. Diagonals are .

8. Diagonals opposite angles.

EX 1 If m∠RST = 67° , find m∠RSW.

EX 3 If m∠SWT = (2x + 8)° , find ‘x’.

EX 2 Find m∠SVT if m∠STV = 135° .

EX 4 Find the value of ‘x’ if m∠WRV = (5x+5)° and m∠WRS = (7x –19)°?

RHOMBI

Trapezoid-

Property: Picture: 1. Exactly one pair of

sides.

2. Median = ½(b1 + b2)

Isosceles Trapezoid-

Property: Picture: 1. Exactly one pair of sides.

2. Median =

3. Legs are .

4. Diagonals are .

5. Base angles are .

EX 1 If ABCD is a parallelogram, m∠A = x° and m∠D = (2x – 3)° , then find the value of ‘x’.

EX 2 XYZW is a parallelogram with diagonals XZ and YW that intersect at point A. If XA = 3m and ZA = 5m-4, find ’m’.

EX 3 x = y= z=

PARALLELOGRAMS

Rectangle-

Properties: Picture: 1. Opposite sides are .

2. Opposite sides . 3. Opposite angles . 4. Consecutive angles .

5. Diagonals each other. 6. Four . 7. Diagonals are .

EX 1 If m∠AED = (5x + 5)° , find ‘x’.

EX 3 If MH = 8, find the length of AH.

EX 2 If m∠BAC = (5x)° , find ‘x’

EX 4 If MS = 3 and AS = 3, find the perimeter of square MATH.

SQuARES

Square-

PROPERTY: PICTURE: 1. Opposite sides .

2. Opposite sides . 3. Opposite angles . 4. Consecutive angles .

5. Diagonals each other. 6. Four _. 7. Diagonals . 8. Four sides. 9. Diagonals are . 10. Diagonals opposite angles.

EX 1 QUAD RSTU is a rectangle with diagonals that intersect at P. If m∠RSU=(3x-5)° and m∠UST = (4x+4)°, find the value of x.

EX 3 QUAD JKLM is a rectangle with diagonals that intersect at point P. LP = 3x + 7 and MK = 26, find the value of ‘x’.

EX 2 QUAD ABCD is a rectangle with diagonals that intersect at point P. AC = 4x – 13 and DP = x + 7. Find the value of ‘x’.

RECTANGLES