Our Montessori Bookshelf (and Music Shelf!)

LakeCreek Montessori School • August 29, 2025

Pair engaging children’s books with fun songs to spark learning, joy, and connection at home through music and story.



In the Montessori approach, we consider music to be a form of language. As such, we incorporate singing and music into daily life. 


So, this month, in addition to sharing some of our favorite books from our bookshelves, we’re also offering songs that complement the books’ content. Whether you read these books aloud to your children or offer them as options for independent exploration and enjoyment, we hope you’ll incorporate a little singing into your family life! 


We find music provides a wonderful form of bonding. In fact, several studies confirm that listening to music and singing together can strengthen social bonds. 


We have also included a printable list of the book titles to take with you to the local bookstore or library, as well as the song lyrics for when you practice the tunes! 


Be sure to also come visit us at LakeCreek Montessori School to hear (or join in) some melodies!




The Discovery of the Americas: From Prehistory Through the Age of Columbus

By Betsy and Giulio Maestro


History can sometimes be oversimplified for children, however, The Discovery of the Americas shares the many facets of human migration over a span of about twenty thousand years. But thanks to clear writing and illustrations, this complex story is completely accessible and incredibly engaging. For those wanting more details, the authors provide a timeline of dates and additional information at the end of the book. This is a must-read for children and adults! 


Accompanying Song: “Indigenous People's Day – 1492” 

By Nancy Schimmel 


“In 1492 Columbus sailed the ocean blue. 

It was a courageous thing to do. 

But someone was already here. (Repeat)


The Inuit and Cherokee, the Aztec and Menominee, 

Onandoga and the Cree 

Columbus sailed across the sea, 

but someone was already here. 


Columbus knew the world was round. 

So he looked for the East while westward bound.  

But he didn’t find what he thought he found, 

And someone was already here. 


The Inuit and Cherokee, the Aztec and Menominee, Onandoga and the Cree 

Columbus sailed across the sea, but someone was already here.


It isn’t like it was empty space 

The Caribs met him face to face. 

Could anyone discover the place 

When someone was already here? 


The Inuit and Cherokee, the Aztec and Menominee, 

Onandoga and the Cree 

Columbus sailed across the sea, 

but someone was already here.


So tell me who discovered what, 

He thought he was in a different spot.  

Columbus was lost. The Caribs were not. 

They were already here!”




Eat Your Math Homework: Recipes for Hungry Minds

By Ann McCallum, Illustrated by Leeza Hernandez


If you are looking for a fun way to engage children's mathematical minds (and maybe even help them fall in love with math), this book is just what you need! The author uses cooking projects as a way to introduce and explore concepts like the Fibonacci sequence, fractions, tessellations, tangrams, pi, and probability. Based on children’s level of interest, the focus can extend beyond the food preparation into fun and memorable follow-up activities. With tantalizing snippets of information, zany illustrations, and simple recipes, this is a sure-fire way to find something that will satisfy your children!


Accompanying Song: “The Pi Song”

By Mitchell Moffit


“3.14159 this is pi, followed by

2653589 circumference over di-ameter

7-9 then 323 o-m-g, can’t you see?

8462643 and now we’re on a spree

38 and 32 now we’re blue, oh who knew!

7 thousand 9 hundred 50 and then 2

88 and 41, so much fun, now a run!

97 16939937 51 - halfway DONE

058 now don’t be late, 209 where’s the wine

7-4 it’s on the floor, then 9-4-4-5-9

230 we gotta go, 78 we can’t wait

1640628, we’re almost near the end keep going

62 we’re getting through, 089-9 on time

8628034 there’s only a few more

8-2 then

5-3 

42-11-7-0 and 67 

We’re done!

Was that fun?

Learning random digits so that you can brag to your friends”





The Five Sides of Marjorie Rice: How to Discover a Shape 

By Amy Alznauer, Illustrated by Anna Bron


This true story is an inspiration for people of all ages! This charming story begins when Marjorie Rice was a young girl fascinated by art and geometry. Woven throughout the fabric of her story, the author provides insights into the history of patterns, tiling pentagons, and the power of being determined. After reading this book, you’ll want to make your own mathematical discoveries! Be sure to also check out the author’s note and tips for discovering a shape at the end of the book.


Accompanying Song: “The Polygon Song”

By Peter Weatherall


“na na na na na na

just a boring square

I wish I was a pentagon but

I am just a square

I wish I was a pentagon but

I am just a square

my sides equal four

but if I had one more

then I’d be a pentagon

and not a square

na na na na na na

just a boring square

I wish I was a hexagon but

I am just a square

if I was a hexagon

then I wouldn’t care

My sides would equal six

If they were made of sticks

then I’d be a hexagon

and not a square

I’ve always been a square

and it just isn’t fair

because I’ve wanted more

than sides that equal four

na na na na na na

just a boring square

I wish I was a heptagon but

I am just a square

if I was a heptagon

then I wouldn’t care

My sides would equal seven

and I would be in heaven

if I were a heptagon

and not a square

na na na na na na

just a boring square

I wish I was a octagon but

I am just a square

if I was a octagon

then I wouldn’t care

My sides would equal eight

and that would be just great

if I were an octagon

and not a square

I’ve always been a square

and it just isn’t fair

because I’ve wanted more

than sides that equal four

na na na na na na

just a boring square

I wish I was a nonagon but

I am just a square

if I was a nonagon

then I wouldn’t care

My sides would equal nine

and that would be just fine

if I were an nonagon

and not a square

So you want to have more than four sides

Is it possible?

Anything is possible for Dr. Polygon

Ooh! What are you doing?

Bisecting ze diagonal by ze square root of the hypotenuse!

Please, no, not that!

Aah! You squares are so obtuse! There! All done

Well now I am a decagon

and not a square

now I am a decagon

and very rare

I won’t complain again

‘Cause my sides equal ten

I am a decagon

and not a square

when I was just a square

and I thought it wasn’t fair

so I had surgery

to my geometry

NOW LOOK AT ME!

na na na na na na

not a boring square”

 



Mailing May

By Michael O. Tunnell, Illustrated by Ted Rand


Based on a true story, this picture book tells the account of a young girl’s desire to visit her grandmother and how her parents found a creative way to afford the train trip. Young readers will be captivated by the realistic illustrations, lively dialogue, and the delight of young May’s perspective as she travels in a train’s mail car with a relative who happened to be a mail carrier.

 

Accompanying Song: “Mail Myself to You” 

By Woody Guthrie


“I’m a-gonna wrap myself in paper, 

I’m gonna daub myself with glue,

Stick some stamps on top of my head;

I’m gonna mail myself to you.

I’m a-gonna tie me up in a red string,

I’m gonna tie blue ribbons too,

I’m a-gonna climb up in my mailbox,

I’m gonna mail myself to you.

When you see me in your mail box,

Cut the string and let me out;

Wash the glue off of my fingers,

Stick some bubble gum in my mouth.

Take me out of my wrapping paper,

Wash the stamps off of my head;

Pour me full of ice cream sodies,

Put me in my nice warm bed.”


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Have you ever watched a child trace the outline of a window with their finger, or carefully line up blocks into a perfectly symmetrical row? They may not have a name for what they're doing, but they are already exploring geometry. Dr. Maria Montessori understood that geometry is not an abstract school subject. It is part of the world children live in from the very beginning. A glance at the typical geometry textbook might suggest otherwise. Formulas, diagrams, and definitions can feel remote and lifeless, something to be memorized and forgotten. But look around for a moment. There is geometry in the angles of a mineral crystal and in the symmetry of a butterfly's wings. There is geometry in the legs of a chair and in the steel girders of a bridge. Children encounter it everywhere! In fact, research suggests that a basic intuitive understanding of geometric concepts may be inborn in human beings. A fascinating study of the Munduruku (an indigenous group living in the Amazon whose language includes very few spatial or geometric terms) found that both adults and children demonstrated an intuitive grasp of basic geometric ideas. This isn't something they were taught. It was already there. Montessori classrooms build on exactly this kind of inborn understanding. From Sensory Experience to Big Ideas In the early childhood years, children work with geometry through their hands. Materials like the Constructive Triangles, the Metal Insets, and the geometric cabinet give children a felt, physical understanding of shape, symmetry, and form before we introduce any formal terminology. Children gather and store these impressions. Their minds are being prepared. As they get older and certainly in the elementary years, children are ready to bring names and reasons to what they already sense. Elementary-aged children don't just want to know what something is called. They also want to know why. Why is this shape called a pentagon? (Spoiler: Its name comes from the Greek word for five: pente.) Geometry becomes a doorway into the history of language, ancient Greece, and the lives of mathematicians like Thales, Pythagoras, and Euclid, who puzzled over the same ideas thousands of years ago. This is the spirit of Cosmic Education when we pull one thread of curiosity to find it unravels into history, language, culture, and mathematics! Geometry, Algebra, and Arithmetic Woven Together One of the things that makes Montessori's approach to geometry so distinctive is that it doesn't stand alone. In the Montessori classroom, geometry is part of a three-part approach to mathematics, interwoven with arithmetic and algebra in ways that make each of them easier to understand. The Binomial Square is a good example. It presents the algebraic expression of (a + b)² = a² + 2ab + b² as a geometric pattern of squares and rectangles that children can actually build and hold. The arithmetic follows the pattern. The pattern confirms the algebra. Each one reinforces the others, and the whole thing is far more memorable than just a formula written on a board. Open-Ended, Creative, and Genuinely Fun Plus, a lot of Montessori geometry work has no single correct answer. We invite children working with the Metal Insets or Constructive Triangles to find as many equivalent figures as they can for a given shape. There may be dozens of ways to approach the same problem. This open-endedness nurtures the creative, analytical thinking that elementary children are hungry for. Plus, this quality of thinking will serve them in every area of life. Compass-and-straightedge constructions are another example. These beautiful, precise drawings challenge children in a way that is both mathematical and artistic. Many children find them deeply satisfying. What This Looks Like at Home You don't have to wait for the classroom to feed your child's geometric curiosity. Point out the shapes in a honeycomb. Notice the angles in a spider's web. Talk about the tiles on the floor or the panes in a window. Ask your child questions. Do you think that could be a triangle? How many sides does it have? These small moments of noticing are the same thing Montessori described when she wrote about preparing the environment to reflect the world children already live in. Geometry is already there. We're simply helping children see it. Come visit us in LakeCreek Montessori School to see how this unfolds in the classroom and to watch children fall in love with one of humanity's oldest ways of understanding the world.
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