### Pizza Portions

My friends and I love pizza. Can you help us share these pizzas equally?

### Doughnut

How can you cut a doughnut into 8 equal pieces with only three cuts of a knife?

### Pies

Grandma found her pie balanced on the scale with two weights and a quarter of a pie. So how heavy was each pie?

# What Do You See Here?

## What Do You See Here?

What do you notice about the objects inside the circle?

### Why do this problem?

This activity offers free exploration which will help learners develop a deep understanding of halves and halving.  The task gives a context in which to discuss the importance of the part-whole relationship of fractions so that children realise halves can be different sizes, depending on the whole.

### Possible approach

This task is ideal for a whole class or small group setting. Sit learners round in a circle and place the 'pieces' in the middle rather like they are shown in the activity. The coloured rectangles in the picture can be made from an A2 piece of paper and its half, a different coloured A3 sheet and its half, and so on. You can also add sheets of other sized paper and their halves, even down to a postage stamp sized piece with its half.

Simply prompt the children with "what do you see?" and suggest that they have a think on their own for a few minutes, then share ideas with a partner.  You can then facilitate a whole group discussion.

### Key questions

So what do you see?
What do others think of what [insert name] sees?

### Possible support

There may be some who need help with using appropriate vocabulary to explain their thoughts. One way to help address this is to note down words on the board that you overhear other pairs using in the intial discussion.  Those who are struggling to voice their thoughts can then 'magpie' words from the board list.  You might like to have a go at the task Paper Halving before trying this one.