The Goals of a Montessori Teacher
April 20, 2023

From “Tomorrow’s Child”:
“Montessori Guides Have Five Basic Goals:
To awaken the child’s spirit and imagination;
To encourage his normal desire for independence and high sense of self-esteem;
To help him develop the kindness, courtesy, and self-discipline that will allow him to become a full member of society;
To help children learn how to observe, question, and explore ideas independently;
And, having created a spirit of joyful learning, to help the child to master the skills and knowledge of their society.”
“Tomorrow’s Child,” Volume 8, Number 5, 2000. Pg. 17.

In Montessori classrooms, mathematical understanding begins long before symbols or equations appear. It begins in the body. When young children carry Number Rods—red and blue wooden bars of increasing length—they are not merely learning to count. They are internalizing what quantity feels like. The rods show quantities in a fixed, linear, and measurable form—not loose, individual, or separate units. This difference is subtle but powerful. In many conventional early math settings, children are shown three buttons or four apples and asked, “How many?” Montessori children certainly have those experiences too, through materials like Cards and Counters. But the Number Rods introduce something more abstract: quantity as something continuous and measurable. A rod of six is one solid piece, not six separate ones. It represents a fixed magnitude that can be compared, combined, or measured—laying the foundation for the number line, for operations, and for the idea that numbers express magnitude as well as count. “This concept can be compared to an eight-ounce glass of water: you don’t have eight separate ounces, you have a glass that is eight ounces. It’s a whole quantity, not a sum of parts. Likewise, the Number Rods offer children an experience of number as a unified magnitude. The “six” rod is not three twos or two threes; it is simply six. That understanding, that a number can be both composed and whole, bridges a crucial conceptual gap for later mathematics.” Kelly Jonelis, Adolescent Program Director and Math Teacher Through countless experiences—carrying, comparing, building stair patterns, and making “ten combinations”—children begin to feel relationships between numbers. They see that five is longer than three by exactly two, and that these relationships are consistent and reliable. This concrete sense of equivalence and proportion quietly becomes the basis of estimation, measurement, and algebraic thinking. Even extensions like “memory games” or exploring one meter in length serve a larger purpose. The child’s repeated interactions with fixed quantities help them internalize what Montessori called “materialized abstraction.” They are learning, through movement and perception, what it means for a quantity to exist in space and time—a step far deeper than counting individual items.

