Amita cut a cake into five equal pieces. She ate one piece. Her mother and father took one piece each. Her brother ate only half a piece. How much cake was left?

How many equivalent fractions can a fraction have?

You have learnt about proper, improper and mixed fractions. What kind of fraction is $0$ ?

You know how to convert an improper fraction into a mixed fraction. Now can you convert a proper fraction into a mixed fraction? Conversely, can you convert a mixed fraction into a proper fraction?

Rita went shopping and she spent the whole amount that she had taken with her.

$\begin{array}{lll}\text{ ・ A}\text{-tshirt: ₹ }600& \text{ ・ A pair of shoes: ₹ }730& \text{ ・ Sunglasses: ₹ }450\\ \text{ ・ Bangles: ₹ }200& \text{ ・ Juice: ₹ }70& \end{array}$

What fraction of the total amount did she spend on sunglasses and bangles?

Rita went shopping and she spent the whole amount that she had taken with her.
This is what she spent on:
$\begin{array}{lll}\text{ ・ A T-shirt: ₹ }600& \text{ ・ A pair of shoes: ₹ }730& \text{ ・ Sunglasses: ₹ }450\\ \text{ ・ Bangles: ₹ }200& \text{ ・ Juice: ₹ }70& \end{array}$
On the basis of the above information, answer the following question:

What fraction of the total amount did she spend on shoes, juice and T-shirt?

Note: Write the fraction in its reduced form.

Rita went shopping and she spent the whole amount that she had taken with her.
This is what she spent on:
$\begin{array}{lll}\text{ ・ A T-shirt: ₹}600& \text{ ・ A pair of shoes: ₹}730& \text{ ・ Sunglasses: ₹}450\\ \text{ ・ Bangles: ₹}200& \text{ ・ Juice: ₹}70& \end{array}$
On the basis of the above information, answer the following questions:

If she had not bought bangles, then what fraction of the total amount would she have spent? Also find what fraction of the total amount she would have taken home.

Note: Write the fraction in its reduced form.