Montessori: An Intentional Approach
Rebecca Lingo • January 29, 2024

We focus on supporting children’s intellectual, emotional, social, and academic growth at Wheaton Montessori School. Dr. Maria Montessori was a scientist first and foremost who was interested in creating optimal learning environments so that young humans could reach their potential with as few adult-created obstacles as possible. 


Because of this goal, we think differently about the role of teachers and the use of learning materials. One of the adults’ roles is to put children in touch with activities so children learn through doing. With this experiential approach, children use their hands, engage through movement, and even discover mistakes to correct. Adults are not the dispenser of information. They are not the provider of the right answers. Rather, we help children learn how to learn, which includes understanding themselves as learners, figuring out how to use failure as a starting place for growth, and exploring the process as much as coming to an end product. 


To achieve this, the Montessori method has a very intricate approach that relies on providing children with building blocks throughout their educational journey. Montessori teachers engage in an individualized, long-term process of introducing children to a series of skills and information. Children experience ah-ha moments. We know that when children discover something for themselves, they own that information deeply. Frequently we see children feel like they are the first discoverers of a new piece of knowledge, a linguistic tool, or a mathematical trick.


For example, when children are learning the process of a compound or long multiplication, we move them through a series of activities that connect their prior knowledge of place value, patterning they have experienced for years through different Montessori materials and a color-coded system for quantities. As they work through steps that show how compound multiplication works, children often realize that they can take shortcuts rather than putting out and exchanging various colored bead bars on materials like the checkerboard. Once they start taking these “shortcuts” they are demonstrating that they have internalized the steps for multiplying multi-digit numbers. Children feel like they are discovering a fabulous secret or have invented a new mathematical method. We know that they are taking the necessary steps to abstractly compute the answer in a compound multiplication problem.


One of the gifts of our education is that children can discover so much in their own way and own their own time, regardless of the rest of the class’s schedule. Rather than rote memorization, children explore connections and make discoveries. Through multiple learning experiences, these connections create complex neural pathways that will be helpful later in life. There is a reason why a Wall Street Journal piece coined the term “Montessori Mafia” to refer to former Montessori students who have gone on to become tech titans and engaged innovators.


What about if my child only wants to work on their favorite subject? If this process of discovery across the curriculum needs additional support for any reason, our highly trained teachers provide scaffolding so that children can still build upon prior knowledge and make progress toward mastery. Wheaton Montessori teachers believe wholeheartedly in surpassing traditional benchmarks and communicating with parents when areas are being carefully watched. Sometimes extra support is needed and when this is the case, our teachers coordinate with additional professionals.


What about when well-intentioned parents want to show their children a mathematical shortcut, or highly advanced concept, or introduce some outside-of-school practice? We encourage you to hold off until your children show you. What a gift you will be giving them. They could be at the culmination of years of carefully designed preparation. They might be just about to make an important connection or realize a significant insight. And when someone is on the edge of understanding, it is a tremendous gift to allow them to have their moment! We hope that they share their “discoveries” with you especially when it aligns with your passions.


We thank you in advance for appreciating the intricacy of our approach and for connecting directly with us if you want to explore how to support your child(ren)’s learning. And of course, if you are interested in experiencing children discovering the process for themselves, we’d love to show you! 


Come see how your children own their knowledge in powerful and profound ways! Current families can schedule a classroom observation by clicking on the green buttons below. 


Adolescent Seminar Observation Ms. Searcy’s Upper Elementary Classroom Observation Mrs. Fortun’s Lower Elementary Classroom Observation Mrs. Mayhugh’s Lower Elementary Classroom Observation Mrs. Berdick’s Primary Classroom Observation Ms. Carr’s Primary Classroom Observation Ms. Chiste’s Primary Classroom Observation Mrs. Rogers’s Primary Classroom Observation

We are enrolling children who will be between 2.5 and 4 for the summer and fall of 2024 and we will hold a space for enrolled students who have not quite reached 2.5. If interested in enrolling, "Schedule a Tour" by clicking on this link or the green button located in the upper right-hand corner of our website.

How Geometry Got Its Name
By Rebecca Lingo February 2, 2026
In Wheaton Montessori School classrooms, we like to introduce big ideas with big stories. We offer children a sense of wonder first, sort of like an imaginative doorway, so that when they later study formulas, theorems, and proofs, they already feel connected to the human story behind them. One of these stories is The Story of How Geometry Got Its Name, an introduction to a subject that is far older than the textbooks and protractors we encounter today. In Montessori, Geometry is more than about shapes. It is about human beings solving real problems in the real world. A Problem as Old as Civilization To reintroduce geometry, we time-travel back around 5,000 years to the ancient civilization of Egypt. This was a land shaped by the Nile River, the longest river in the world. Each year, the Nile flooded its banks as snowmelt poured down from the mountains far to the south. The Egyptians depended on this yearly flood as it left behind rich, dark silt that nourished their crops and made life possible in an otherwise harsh desert. But the flood created a challenge, too. It washed away the boundary markers that separated one farmer’s field from another. When the waters receded, no one could quite remember where their land began and ended. Arguments ensued. “This corner is mine!” And the fields needed to be measured and marked again. The First Geometers: The Rope Stretchers To solve this annual problem, the Egyptians relied on a special group of skilled workers called the Harpedonaptai, or Rope Stretchers. These were early land surveyors who used a knotted rope tied at regular intervals and three weights to create a very particular triangle. In our elementary classrooms, we invite a few children to hold a prepared rope at its large knots, forming that same triangle. As they stretch it out and lay it on the ground, many quickly recognize what the Egyptians had unknowingly created: a scalene right-angled triangle. This shape would later become central to the geometry studied by Greek mathematicians. The Harpedonaptai used this simple tool to re-establish field boundaries, set right angles, and make sure the land was measured accurately and fairly. Geometry, in its earliest form, served a deeply practical purpose. From Rope to Pyramid The Harpedonaptai’s expertise was valued far beyond the farmlands. They also helped lay out the foundations of temples, monuments, and even the Great Pyramid of Giza. The base of the Great Pyramid is a perfect square, which is an astonishing feat of measurement and design. The Pharaoh himself oversaw these measurements, but it was the Rope Stretchers who executed them. Their work represents one of humanity’s earliest recorded sciences: the careful measuring of the earth. How Geometry Got Its Name The name geometry reflects this ancient practice. It comes from two Greek words: gê — earth metron — measure Geometry literally means earth measurement. The Egyptians did not use the language of right angles, nor did they classify triangles as we do today. Their work was grounded in practical needs. They needed to solve problems, organize land, and create structures that would endure for thousands of years. Yet their discoveries influenced later thinkers like Pythagoras, who likely traveled to Egypt and learned from their methods. Over time, the simple knotted rope inspired a whole discipline devoted to understanding lines, angles, shapes, and the relationships between them. Why We Tell This Story in Montessori When Montessori children hear this story, something important happens. Geometry becomes more than a set of rules or vocabulary words. It becomes a human endeavor born from curiosity, necessity, and ingenuity. The heart of Montessori education at Wheaton Montessori School is to help children view knowledge not as isolated subjects, but as valuable gifts passed down from earlier generations. When children pick up a ruler, explore angles with a protractor, or classify triangles in the classroom, they are continuing a legacy that began with those early Rope Stretchers, the Harpedonaptai on the banks of the Nile. Through story, students feel connected to the people who shaped our world and to the problems that inspired great ideas. Geometry becomes meaningful, purposeful, and alive, from our preschoolers working with the Geometry Cabinet , to elementary students classifying and measuring angles or using hands-on Pythagorean Theory materials, and all the way through our adolescents. At the adolescent level, geometry moves fully into the real world. Students apply measurement, angles, area, scale, and spatial reasoning through meaningful work across campus, including: Measuring and mapping land for the campus’s Wetland Conservation Area, as well as calculating classroom square footage for recognition and accreditation applications Understanding and applying area, perimeter, scale, and proportion when working with acreage, restoration plans, and campus layouts Designing and situating functional structures such as chicken coops using geometric principles Applying angle classification, measurement, and spatial reasoning through woodworking Using geometry to cut, join, and build accurately, including raised beds, greenhouses, and beehive insulation boxes
Child reaching for an object,
By Rebecca Lingo January 26, 2026
Learn how the Montessori Absorbent Mind empowers young children to effortlessly absorb language, culture, and behavior, and how parents can nurture it.