Florence is one of the most inspiring educational destinations in Europe, offering a unique blend of mathematics, art, architecture and scientific discovery.
As the birthplace of the Renaissance, the city provides countless opportunities for students to see how mathematical principles have influenced art, engineering and design throughout history.
This curriculum-linked tour has been designed for GCSE and A-Level Mathematics and Art students, bringing topics such as geometry, symmetry, proportion, perspective and structural design to life through first-hand experiences. Students will explore the work of Leonardo da Vinci, Galileo and Michelangelo while discovering how mathematics underpins some of the world’s greatest artistic achievements.
By combining creative exploration with mathematical investigation, this tour provides an engaging STEAM-focused experience that demonstrates the connections between art, science and innovation.
Why Choose This Florence Maths & Art Tour?
- Bring Mathematics to Life – Explore geometry, symmetry and proportion in real-world settings.
- Discover Renaissance Innovation – Learn how artists, engineers and scientists transformed the world.
- Outstanding Curriculum Links – Supports Mathematics, Art, Design Technology and History of Art.
- Unique STEAM Learning Experience – Combine creativity with analytical thinking.
Sample Itinerary
Day 1 – Leonardo’s Florence
AM – Travel to Italy
- Flight to Florence
- Transfer to accommodation
PM – Leonardo da Vinci House & Museo Leonardiano
Leonardo da Vinci House
- Explore the life and achievements of Leonardo da Vinci
- Discover how mathematics influenced his inventions and artistic work
- Learn about mechanical engineering, proportion and design
Museo Leonardiano
- View working models based on Leonardo’s original designs
- Investigate engineering concepts and mathematical problem-solving
- Explore the relationship between innovation and creativity
Evening
- Evening meal
- Overnight stay in Florence
Day 2 – Art, Architecture & Design
AM – Galleria dell’Accademia
- View Michelangelo’s David
- Explore proportion, symmetry and anatomical accuracy
- Investigate mathematical principles within Renaissance sculpture
PM – Ponte Vecchio & Pitti Palace/Boboli Gardens
Ponte Vecchio
- Examine structural engineering and historical bridge design
- Discuss load distribution and architectural durability
Pitti Palace or Boboli Gardens
- Explore Renaissance planning, symmetry and landscape design
- Investigate geometric layouts and visual balance
Evening
- Free time in Florence
- Overnight stay
Day 3 – Mathematics Throughout Florence
AM – Uffizi Gallery & Piazza della Signoria
Uffizi Gallery
- Explore world-famous Renaissance masterpieces
- Study perspective, composition and geometry in art
Piazza della Signoria
- Discover the role of mathematics in architecture and public space design
PM – Maths Walking Tour & Museo Galileo
Maths Walking Tour
- Investigate geometry, patterns and symmetry throughout Florence
- Explore examples of Fibonacci sequences and mathematical design
Museo Galileo
- Discover scientific instruments and early mathematical modelling
- Learn about Galileo’s contributions to science and mathematics
Evening
- Group meal
- Overnight stay
Day 4 – Pisa Excursion
AM – Leaning Tower of Pisa
- Explore one of the world’s most famous engineering challenges
- Investigate gravity, centre of mass and structural forces
- Learn how mathematics helps explain the tower’s famous tilt
PM – Departure
- Return transfer
- Flight back to the UK
Optional Add-On Visits
You may also wish to include:
- Florence Cathedral
- Brunelleschi’s Dome
- Bargello Museum
- Vinci Day Excursion
- Architecture Walking Tour
Curriculum Support
Students can experience:
- Geometry & Measurement through architecture and city planning
- Symmetry & Proportion through Renaissance art and sculpture
- Engineering & Design through bridges, buildings and inventions
- Scientific Discovery through the work of Leonardo and Galileo
- Creative Thinking through artistic exploration and analysis
- Problem Solving & Mathematical Application through real-world examples