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• reduce a fraction to its lowest terms:
12
8
• find the sum of two unlike fractions:
4
3
3
2
+
• find the product of two fractions:
12
5
5
3
×
• convert an improper fraction into a mixed number:
9
9
8
24
÷
• find quotient of two fractions :
2
12
*
6
45
3.1.4. Match the columns:
1 123/123 a. A proper fractions
2 23/9 b. a mixed fractions
3 1/8 c. Braces
4
5
2
2
d. An improper fractions
5 = e. Less than
6
{}
f. a mixed fractions
7 < g. is equal to, or: does not equal
8
Θ
h. Infinity
9
∞
i. Because
3.1.5. Read these operations:
•
b
a
b
a
=
5
5
•
2*2
1*22*1
2
1
2
1
±
=±
•
b
a
b
a
6
6
=
•
5*7
3*3
5
3
7
3
=×
•
7*5
5*7
5
7
/
5
7
=
•
3
2
1
3
5
2
1
*
6
5
==
3.1.6. Write these operations:
• a over b, this fraction followed by plus or minus c over d equals ad plus or
minus bc this sum or difference over bd
• a over b, this fraction divided by c over d equals ad over bc
• ar over br equals a over b
• Five sixths divided by a half equals one and two thirds
• a over b, this fraction multiplied by c over d equals ac over bd
• a over b equals 2a over 3b
11
8 • reduce a fraction to its lowest terms: 12 2 3 • find the sum of two unlike fractions: + 3 4 3 5 • find the product of two fractions: × 5 12 24 9 • convert an improper fraction into a mixed number: ÷ 8 9 45 12 • find quotient of two fractions : * 6 2 3.1.4. Match the columns: 1 123/123 a. A proper fractions 2 23/9 b. a mixed fractions 3 1/8 c. Braces 4 2 2 d. An improper fractions 5 5 = e. Less than 6 {} f. a mixed fractions 7 < g. is equal to, or: does not equal 8 Θ h. Infinity 9 ∞ i. Because 3.1.5. Read these operations: 5a a • = 5b b 1 1 1 * 2 ± 2 *1 • ± = 2 2 2*2 a 6a • = b 6b 3 3 3*3 • × = 7 5 7*5 7 7 7 *5 • / = 5 5 5*7 5 1 5 2 • * = =1 6 2 3 3 3.1.6. Write these operations: • a over b, this fraction followed by plus or minus c over d equals ad plus or minus bc this sum or difference over bd • a over b, this fraction divided by c over d equals ad over bc • ar over br equals a over b • Five sixths divided by a half equals one and two thirds • a over b, this fraction multiplied by c over d equals ac over bd • a over b equals 2a over 3b 11
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