For Loop Java

4+ results

PBL | Mathitects: A Building Design Challenge for Geometry Review

Created by

In this 2D design challenge, students design and connect their own buildings to create a shared classroom city. They’ll use math skills like area and perimeter while thinking creatively about how communities come together and bring a neighborhood to life. Each student’s creation contributes to a shared “city,” promoting collaboration, creativity, and applied problem-solving. What’s Included: Digital Student Version Stencils to support cut and pasting of buildingsExtension Promotes to further

5th - 8th

Geometry, Measurement, Other (Math)

CCSS

6.G.A.1

, 6.G.A.4

, 7.G.A.2

Quadrilateral Logo Project — Classify and Prove Using Coordinates

Created by

MB Design & Creations

Engage your geometry students with a creative, standards-aligned project that blends art, algebra, and reasoning! In this Quadrilateral Logo Project, students design a logo for a fictional robot company called Quadro using geometric properties. They must create and classify quadrilaterals (parallelogram, trapezoid, rectangle, rhombus, and square), include vertex coordinates, and provide mathematical justification using slope and distance formulas. This real-world, discovery-style project reinfo

8th - 12th

Geometry

Package It Perfectly!

Created by

Mixed Bag of Tricks

Package It Perfectly! – Surface Area Design Challenge 🧠 Where math meets marketing, and every student becomes a packaging engineer.Bring surface area to life with this hands-on, standards-aligned project that blends geometry, branding, and entrepreneurial thinking. Students design packaging for a product of their choice—calculating surface area, optimizing materials, and pitching their creations to a “client” or “investor” panel. Whether they’re wrapping a snack for astronauts or a quirky cl

6th - 8th

Geometry, Measurement

Elliptical Orbits Project (PBL) - Precalculus Conic Sections & Eccentricity

Created by

Megan Haynes

This engaging Project-Based Learning (PBL) activity brings conic sections to life by having students explore how ellipses model real-world orbits. Students select a planet, moon, comet, or satellite and use research to gather key data such as eccentricity and orbital measurements, then create a mathematical model using the equation of an ellipse. They will construct and label a diagram, analyze how eccentricity affects the shape of the orbit, and present their findings through a visual project.

7th - 12th

Algebra, Geometry, PreCalculus

CCSS

HSF-IF.B.4

, HSF-BF.A.1

, HSG-GPE.A.3

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