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Converting Fractions to Decimals and Vice Versa - MATH 7 (1st Quarter)

MATHEMATICS 7 (1st Quarter) Rational Numbers * Introduction to Rational Numbers * Fractions to Decimals * Decimals to Fractions

1 of 18
Converting Fractions to Decimals and Vice Versa - MATH 7 (1st Quarter)
Perform these operations.
3 + 6 =
3 − 6 =
3 × 6 =
3 ÷ 6 =
9
-3
18
1
2
Perform these operations.
3 + 6 =
3 − 6 =
3 × 6 =
3 ÷ 6 =
9
-3
18
1
2
When adding or
subtracting
integers, the result
is an integer.
Perform these operations.
3 + 6 =
3 − 6 =
3 × 6 =
3 ÷ 6 =
9
-3
18
1
2
When multiplying
integers, the result
is also an integer.
Perform these operations.
3 + 6 =
3 − 6 =
3 × 6 =
3 ÷ 6 =
9
-3
18
1
2
When dividing
integers, is the
result always an
integer?
2 ÷ 10 =
1
5
3 ÷ 12 =
1
4
4 ÷ 12 =
1
3
In each case, the result is a fraction.

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Converting Fractions to Decimals and Vice Versa - MATH 7 (1st Quarter)

Editor's Notes

  1. So there is a need to learn about a bigger set of numbers known as the set of rational numbers.