Adding &
Subtracting Fractions a Mixed No .
2
Multiplying positive fractions a mixed numbers
Concept
-
:
2 -
1 Method :
1 Fraction :
21
=
E
(If it is a mixed fraction) Convert to an
improper fraction
-
- 1
Multiply the numerators
a the denominator
respectively
2 . Mixed .
2
Simplify (If possible)
Numbers -
D =
eX
S 37 +2 >
I
15
: si
1 =
5 *
-
Practice Problems :
5 Practice Problems :
R&
* + 42 E : M
=3
↓ 4 +
55 :
515i : 25 1 2 +
: S
35
5 . 35 +
57 :
Sh 4
. 105-45 =
10 3 . : M 4
. 25 x5 : h
1.
.
5 25
=
+ 65 :
9
! 6 .
105
45
-
-
35
45:
=
7 .
5
-
5 x
x
2
=
:
=
1k
5
14
6
8
.
.
45
x 9
x 35
=
[S
:
159
35
Method 1 :
10 -
4 = 6 9 .
5 +x 5 :
R .
10 25 x R
--
:
6 I
15
Method 2
:
:
.
Subtracting Fractions a Mixed No .
2
Multiplying positive fractions a mixed numbers
Concept
-
:
2 -
1 Method :
1 Fraction :
21
=
E
(If it is a mixed fraction) Convert to an
improper fraction
-
- 1
Multiply the numerators
a the denominator
respectively
2 . Mixed .
2
Simplify (If possible)
Numbers -
D =
eX
S 37 +2 >
I
15
: si
1 =
5 *
-
Practice Problems :
5 Practice Problems :
R&
* + 42 E : M
=3
↓ 4 +
55 :
515i : 25 1 2 +
: S
35
5 . 35 +
57 :
Sh 4
. 105-45 =
10 3 . : M 4
. 25 x5 : h
1.
.
5 25
=
+ 65 :
9
! 6 .
105
45
-
-
35
45:
=
7 .
5
-
5 x
x
2
=
:
=
1k
5
14
6
8
.
.
45
x 9
x 35
=
[S
:
159
35
Method 1 :
10 -
4 = 6 9 .
5 +x 5 :
R .
10 25 x R
--
:
6 I
15
Method 2
:
:
.
