1.07 Converting fractions to decimals
Write the number "fifty three hundredths" as a decimal.
Consider the following diagram:
What fraction of the row of blocks is shaded?
Write this fraction as a decimal.
What fraction of the row of blocks is not shaded?
Write this fraction as a decimal.
Consider the following diagram:
What fraction of the grid is shaded?
Write this fraction as a decimal.
What fraction of the grid is not shaded?
Write this fraction as a decimal.
Write the following fractions as decimals:
\dfrac{1}{10}
\dfrac{2}{10}
\dfrac{7}{10}
\dfrac{1}{100}
\dfrac{47}{100}
\dfrac{93}{100}
\dfrac{1}{1000}
\dfrac{6}{1000}
\dfrac{68}{1000}
\dfrac{111}{1000}
\dfrac{747}{1000}
\dfrac{954}{1000}
\dfrac{13}{10}
\dfrac{94}{10}
\dfrac{698}{100}
\dfrac{5527}{1000}
Write the following mixed numbers as decimals:
1\dfrac{1}{10}
9\dfrac{3}{10}
9\dfrac{65}{100}
7\dfrac{3}{25}
Complete the following conversion tables:
| Fraction | \dfrac{1}{10} | \dfrac{1}{100} | \dfrac{1}{1000} |
|---|---|---|---|
| Decimal | 0.1 |
| Fraction | \dfrac{1}{2} | \dfrac{1}{4} | \dfrac{3}{4} |
|---|---|---|---|
| Decimal | 0.5 |
| Fraction | \dfrac{1}{5} | \dfrac{1}{20} | \dfrac{1}{50} |
|---|---|---|---|
| Decimal |
| Fraction | \dfrac{2}{5} | \dfrac{3}{10} | \dfrac{7}{50} |
|---|---|---|---|
| Decimal |
Write the following fractions as decimals:
\dfrac{6}{10}
\dfrac{2}{5}
\dfrac{23}{50}
\dfrac{17}{25}
\dfrac{7}{20}
\dfrac{146}{200}
\dfrac{358}{500}
\dfrac{9}{4}
\dfrac{3}{2}
\dfrac{25}{20}
\dfrac{62}{50}
\dfrac{217}{25}
Convert the following fractions into decimals using long division:
Evaluate the following, writing your answer as a decimal:
For each of the following, fill in the boxes with the missing numbers:
Write the following decimals as a simplified fraction. Express your answer in mixed form when necessary.
0.9
0.4
0.29
0.92
0.09
0.907
0.535
1.9
5.8
7.19
5.62
4.09
9.007
3.065
76.25
223.205
Explain your process to convert a decimal into a fraction.
If 0.2 of a row of blocks is shaded, find the decimal number that represents the unshaded part of the row.
Write the fraction that is unshaded in simplest form.
If 0.72 of a grid is shaded, find the decimal number that represents the unshaded part of the grid.
Write the fraction that is unshaded in simplest form.
Arrange the following numbers in ascending order:
\dfrac{7}{10},\, 0.74, \, 0.0069, \, 0.007, \, 0.071