A mistakes journal is one of the most effective tools for mastering math, especially in complex subjects like Calculus or competitive problem-solving. Instead of just moving past errors, this tool helps you analyze them, identify patterns, and turn them into
Math competitions are not just about solving math problems—they are rigorous mental exercises that build critical skills needed for lifelong success. Participants develop resilience, strategic thinking, creativity, and the discipline to face challenges head-on. Here’s how math competitions teach valuable
Did you get the AMC 10 results and are not happy with the score? Here are some questions for the parent and student to discuss as they plan for the comeback. The questions are grouped by topic to help guide
As a high-achieving math student, you know that precision and creativity are key to acing tough exams. Achieving razor-sharp focus, especially under test pressure, can be challenging. Let’s discuss actionable steps and exercises that you can use to train unbreakable
Below are key strategies to help you prepare in the final two days before your AMC 10 and 12 test, covering sleep, food, physical activity, math practice, and mindset. 1. Sleep: Essential for focus Two nights before: Aim for a
Calculus is one of the most powerful tools in mathematics, used for everything from physics to economics. But what is its origins? The development of calculus was a long process, shaped by many brilliant mathematicians over thousands of years. This
Introduction Everyone knows \(\pi\). The ratio between the circumference and diameter of a circle is often approximated as 3.14. For many, it’s the first irrational number they encounter—a number so renowned that it even has its own day of celebration.
Have you ever had trouble remembering when sines, cosines, and tangents are positive or negative? If so, you may want to remember the mnemonic ASTC, which stands for All, Sine, Tangent, Cosine and can be remembered as “All Students Take
The derivative is a calculus superpower that gives great insights into functions. The first and second derivatives allow us to find the function’s local minima and maxima, known as critical points, as well as the function’s inflection points. This article
