Naming Solids:

.AME ND.AME $ATE *À>VÌViÊ CK *À>VÌViÊ ,%33/.

,%33/.

$ATE

&OR USE WITH PAGES n

&OR USE WITH PAGES n

1ÃiÊÌ iÊ`>}À>Ê>ÌÊÌ iÊÀ} Ì°

1ÃiÊÌ iÊ`>}À>Ê>ÌÊÌ iÊÀ} Ì°

Example 1: Ê £° 'IVE THE MATHEMATICAL NAME OF THE SOLID 'IVE THE MATHEMATICAL NAME THE SOLID of the _______________ _________________. Check your answer Find the number ofOFfaces, vertices and edges Ê Ó° 7HAT KIND OF lGURE IS EACH BASE with 7HAT KINDEuler’s OF lGUREtheorem. IS EACH BASE

RTICES Ê £° Ê Ó°

Ê Î° 7HAT KIND OF lGURE IS EACH LATERAL FACE

Ê {° (OW MANY LATERAL FACES DOES THE SOLID HAVE

Ê {° (OW MANY LATERAL FACES DOES THE SOLID HAVE

Ê x° .AME THREE LATERAL EDGES

Ê x° .AME THREE LATERAL EDGES

OREM 1ÃiÊÌ iÊ`>}À>Ê>ÌÊÌ iÊÀ} Ì°

OF lGURE IS EACH LATERAL FACE Ê Î° 7HAT KIND

1ÃiÊÌ iÊ`>}À>Ê>ÌÊÌ iÊÀ} Ì°

Ê È° 'IVE THE MATHEMATICAL NAME OF THE SOLID

Ê È° 'IVE THE MATHEMATICAL NAME OF THE SOLID

Ê Ç° 7HAT KIND OF lGURE IS EACH BASE

Ê Ç° 7HAT KIND OF lGURE IS EACH BASE

Ê n° .AME THE RADIUS OF THE SOLID Surface Area of Prisms and Cylinders

Ê n° .AME THE RADIUS OF THE SOLID

OF THE SOLID Ê ° .AME THE HEIGHT

Ê ° .AME THE HEIGHT OF THE SOLID

Warm – up: Tell whether the solid is a polyhedron. If it is, name the polyhedron and find the number of faces, vertices and edges. >iÊÌ iÊÃ`ÊÌ >ÌÊV>ÊLiÊvÀi`ÊLÞÊÌ iÊiÌ° >iÊÌ iÊÃ`ÊÌ >ÌÊV>ÊLiÊvÀi`ÊLÞÊÌ iÊiÌ° 1. 2. 3. 4. 5. ££°

£Ó°

--" Ê£Ó°Ó

ERSECTION OF THE

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`ÊÌ iÊÃÕÀv>ViÊ>Ài>ÊvÊÌ iÊÀ} ÌÊ«ÀÃ°Ê,Õ`ÊÞÕÀÊ>ÃÜiÀÊÌÊÌÜÊ `ÊÌ iÊÃÕÀv>ViÊ>Ài>ÊvÊÌ iÊÀ} ÌÊ«ÀÃ°Ê,Õ`ÊÞÕÀÊ>ÃÜiÀÊÌÊÌÜÊ `iV>Ê«>ViÃ° `iV>Ê«>ViÃ° Ê£Î° £{° £x° Ê£Î° £{° £x°

£Ç°

Ê£È°

£n°

£Ç°

Ê£È°

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IGHT ¥ BY -C$OUGAL ,ITTELL A DIVISION OF (OUGHTON -IFmIN #OMPANY

££°

PYRIGHT ¥ BY -C$OUGAL ,ITTELL A DIVISION OF (OUGHTON -IFmIN #OMPANY

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Vocabulary:

Example 2: Find the surface area of the ______________________ ________________________.

Example 3: Find the surface area of the ______________________ ________________________.

Example 4: Find the surface area of the ______________________.

2

Surface Area of Pyramids, Cones and Spheres

Example 5: Find the surface area of a: (a) _______________________

(b) _______________________

(c) _______________________

(e) _______________________

(f) _______________________

$ATE

(d) _______________________ >ÀÊ«ÞÀ>`°Ê,Õ`ÊÞÕÀÊ Î°

,Õ`ÊÞÕÀÊ>ÃÜiÀÊÌÊÌÜÊ È°

3

Surface Area of Composite Shapes Example 6: Find the surface area of the composite shape. (a)

(b)

(c)

Volume of Prisms & Cylinders Example 7: Find the volume of the solid: (a) _______________________

(b) _______________________

(c) _______________________

4

Volume of Pyramids, Cones and Spheres Example 8: Find the volume of the solid: (a) _______________________

(b) _______________________

(d) _______________________

(e) _______________________

(c) _______________________

5

Volume of Composite Shapes Example 9: Find the volume of the solid: (a) (b)

(c)

6