Real World Math Blog

This blog is a compilation of articles explaining how math is applied in real-life situations.

Tailored for middle and high school students, it offers numerous examples illustrating how mathematical concepts learned in school are put to use by real people in real jobs.

Covering topics from negative numbers to mathematical functions, this blog aligns with school curricula to make math more relevant and engaging for all students!

29 Examples of Real-World Math Problems

• A real-world math problem is a difficult situation in real life where using math to solve it is preferred over other methods.

• Real-world math problems are valuable for students, showing how math is used in daily life and motivating learning.

• This article explains what a real-world math problem is (and what doesn't qualify) and provides 29 authentic examples.

Parallel and Perpendicular Lines: A Real-Life Example (From Forensics and Archaeology)

• Parallel and perpendicular lines are widely utilized in the real world. Examples include computer graphics, architecture, archaeology, forensics, and more.

• Have you ever considered a career in archaeology or forensics? Would you need knowledge about parallel and perpendicular lines for that?

• This article explores a real-life example of how archaeologists and forensic scientists employ parallel and perpendicular lines in their work.

Cube Root: A Real-Life Example (from Nanotechnology)

• Cube roots are used in various fields like biotechnology, finance, computer graphics, and engineering, including nanotechnology engineering.

• This article is for middle and high school students. It explains how cube roots learned in school are used in real life.

• It explores a real-life scenario showing how nanotechnology engineers use cube roots in their work.

How to Write Inequalities: A Real-life Example (from Social Media)

How to write inequalities? And even more important – why might people ever need to write inequalities in their work? This article explains how writing and graphing inequalities are used in cybersecurity.

How to Find a Central Angle: A Real-Life Example (from Civil Engineering)

• Calculating central angles is a crucial skill needed in architecture, astronomy, cartography, and engineering, particularly civil engineering.

• This article is aimed at middle and high school students, explaining how the calculation of central angles learned in school is applied in real life.

• It examines a real-life scenario demonstrating how civil engineers use central angle calculations in their work.

Parallelogram Law of Vector Addition: A Real-Life Example (from Game Development)

Have you ever wondered which people and professions require knowledge of vector addition? This article will delve into how the parallelogram law of vector addition is utilized in the development of computer games.