Character
Character & Setting
Plot
Details
Bonus
100

How many faces does a dodecahedron have?

Twelve

100

What is the Dodecahedron’s approach to Math’s problems?

As long as the answer is right, who cares if the question is wrong?

100

Who shows Milo, Tock, and the Humbug the way to Digitopolis?

The Dodecahedron.

100

Instead of making numbers, how do you get them?

You dig for them

100

Importance of the number two?

Tea for two

200

What kind of hat does the Dodecahedron wear?

A handsome beret

200

How far is Digitopolis from the road sign?

5 miles

200

What was Milo saying when the Dodecahedron appears?

Let’s travel by miles, it’s shorter.

200

What are the two things does the Mathemagician swear by?

‘hair on my head’... ‘threads in my robe’

200

Importance of the number three?

Three blind mice

300

How are all the Dodecahedron’s edges labled?

With a small letter.

300

What do the Digitopolis miners do with diamonds, rubies, etc.?

Throw them out.

300

What was the Humbug saying when the Dodecahedron appears?

Let’s travel by half inches, it’s quicker.

300

List three of the Mathemagician’s appearance.

Long flowing robe covered with equations; tall pointed cap; long staff with pencil point and eraser.

300

Importance of the number four?

Four corners of the earth

400

Each of the Dodecahedron’s faces has a different expression. Why does he only use one at a time?

To avoid wear and tear.

400

How do you get a dodecahedron from a cube?

a cube that’s had all its corners cut off and then had all its corners cut off again.

400

What did the Dodecahedron give to Milo and his friends?

a helmet with a torch attached at the top

400

What problem does the Dodecahedron have with Milo’s name?

Everyone having only one faces having different names which would be confusing

400

Importance of the number seven?

Importance of the number seven? The seven seas

500

What problem does the Dodecahedron have with Milo’s face?

Only one face, will wear it out

500

What astonished the bug?

The fact that the precious stones were thought to be a terrible nuisance and thrown out

500

How did Milo and his friends get into the land of numbers?

They go into a mine

500

What is nonsensical about the Maths problem regarding the road on page 175?

All three roads arrive at the same place at the same time but they're all the wrong way

500

What are ‘broken’ numbers used for?

Fractions

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