# Common fractions and decimals

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##### Intros

###### Lessons

- Introduction to Common Fractions and Decimals:
- How are decimals related to fractions?
- How to convert decimal tenths into decimal fractions ($\large \frac{1}{10}$)
- How to convert decimal hundredths into decimal fractions ($\large \frac{1}{100}$)
- How to convert between decimals and common fraction halves ($\large \frac{1}{2}$)
- How to convert between decimals and common fraction quarters ($\large \frac{1}{4}$)

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##### Examples

###### Lessons

**Writing common fractions as decimals**

Write the following fractions as decimals**Fraction and figure equivalents for decimals**

Complete the table for the equivalent decimal, fraction, and shaded in figure:**Fraction and figure equivalents for decimals**

Complete the table for the equivalent decimal, fraction, and shaded in figure:- 0.28 = $\large \frac{}{100}$ = $\large \frac{20}{100}$ + $\large \frac{}{100}$ = $\large \frac{}{10}$ + $\large \frac{}{100}$
- 0.51 = $\large \frac{}{100}$ = $\large \frac{50}{100}$ + $\large \frac{}{100}$ = $\large \frac{}{10}$ + $\large \frac{}{100}$
- 0.73 = $\large \frac{?}{?}$ = $\large \frac{}{100}$ + $\large \frac{}{100}$ = $\large \frac{}{10}$ + $\large \frac{}{100}$
- 0.49 = $\large \frac{?}{?}$ = $\large \frac{?}{?}$ + $\large \frac{?}{?}$ = $\large \frac{?}{?}$ + $\large \frac{?}{?}$

**Common fractions and decimal number lines**

Using common fractions and decimals:

A:$\large \frac{25}{100} \qquad \;$ B:$\large \frac{7}{10} \qquad \;$ C:$\large \frac{90}{100} \qquad \;$ D:$\large \frac{5}{10} \qquad \;$ A:$\large \frac{75}{100} \qquad$

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