6th Grade Math Textbook, Fundamentals

(Marvins-Underground-K-12) #1
Remember:You can write any integer aas
a fraction with a denominator of 1: aa 1.

Sometimes you can divide the numerator of one fraction and the

denominator of another by their GCF before multiplying.

Evaluate: abc, when a , b , and c.

()( )( )

simplest form

To multiply an integer and a positive or negative fraction,

first rename the integer as a fraction. Then multiply.

Divide 5 and 10 by their GCF, 5.
Divide 2 and 8 by their GCF, 2.

()( )()
()()( )

527
8310

11

42





 7
24

( 1 )( 1 )( 7 )
( 4 )( 3 )( 2 )

7
10

 2
3

5
8

7
10

 2
3

5
8

Lesson 5-8 for exercise sets. &KDSWHU 

3UDFWLFH   $FWLYLWLHV

Multiply: (7)()

(7)()()( ) 7 





 2

7
1

1
10

21
10

( 7 )( 3 )
( 1 )( 10 )

3
10

7
1

3
10

3
10

(^1) Multiply: (8)()
(8)()()()  8 


  2
 8
1
()()
()( )
 85
116
1
2

1
2
5
2
 5
16
 8
1
 5
16
( 1 )( 5 )
( 1 )( 2 )
 5
(^216)
Find of 70.
()( )

 42
()( )
()()
370
51
14
1
3
5
3
5
( 3 )( 14 )
( 1 )( 1 )
70
1
3 Find of $5.00.
()() $5.00 
 1
1.25 0.25
So of $5.00 is $1.25.
5 1 1 4 1 4
1
4
5
4
5
1
1
4
1
Remember:^44
Ofmeans “multiply.”
Simplify each expression. Express the product in simplest form.




  1. • 2. () 3.()( ) 4. • 5. •




  2. (^24) () 7.30 • 8. • 13 9. of 50 10. of  30
    11.Evaluate xyz, when x , y , and z.
    Solve.
    12.At the mineral show, of the 35 minerals are unpolished gemstones.
    How many minerals are unpolished gemstones?
    13.Discuss and Write Why is it a good idea to simplify first before multiplying fractions?
    4
    5
     5
    6
     6
    7
    2
    7
    2
    21
    7
    8
     2
    3
     4
    5
     5
    6
     3
    8
     3
    8
     2
    8
    5
    6
    4
    5
    5
    8
    3
    8
    3
    8
    1
    2
    7
    8



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