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• How Math and Leonardo Da Vinci Create Art
  The use of math and art for Leonardo Da Vinci was the cornerstone of one of his most recognized paintings. In these lesson plans, students learn about the Golden Rectangle, Golden Triangle and Golden Spiral as well as discuss how Fibonacci numbers fit into the world of art.
• Cook Up Some Fun with Measurement in Math
  Young children can have a difficult time grasping mathematical concepts. Taking math into the kitchen is a visual way to make abstract concepts become concrete. Follow this educational recipe to get your students mastering measurements in no time.
• Lesson Plan on Similar Triangles with Solved Examples
  A lesson plan for teaching similarity in triangles along with relevant properties of triangles. The article also contains interesting solved examples to illustrate these properties.
• Activities to Teach Perimeter and Area
  Students learn best through authentic learning experiences and hands-on activities to make abstract concepts meaningful. This lesson plan on perimeter and area involves interactive activities, games and a creative project.
• Three Great Educational Software Programs for Algebra
  Educators are always looking for ways to help their students succeed in difficult subjects, and implementing educational software into the classroom can help do just that. Using the following programs, teachers can help their students become more proficient in algebra.
• Making Math Relevant to High School Learners
  Making math relevant and meaningful for high school students can be a challenge. Using a math lesson plan with a focus on daily living math skills can make your math content relevant for special needs learners at the high school level.
• Ideas for Teaching Students About Surface Area in the Classroom
  Looking for ideas for teaching surface area? Read on for some fun, hands-on activities that you can use in your geometry classroom.
• Testing Your Students with Basic Addition Problems
  Using these addition problems as a basic assessment test for math will give you a better idea of what mathematical knowledge your students already possess, and what strategies they employ when solving addition problems.
• Teaching Basic Math Strategies: Solving, Number Sense, Estimation and Mental Math
  You don't need to be Isaac Newton to understand these basic mathematical concepts. Students who understand the four basic strategies for solving math problems will excel in the classroom and on standardized tests.