What Is Speed Math — Techniques and Benefits for Kids
Read ArticleHow to Prepare for MATHCOUNTS — A Parent's Complete Guide
How to prepare for MATHCOUNTS in one line: build a 4–12 month schedule across Sprint (30 problems / 40 min), Target (8 problems / 30 min), Team (10 problems / 20 min), and Countdown (45 sec/problem) rounds, working through past competitions and AoPS Introduction-series volumes.
Read moreKangaroo Math Competition — What It Is and How to Join
The Kangaroo Math Competition (Math Kangaroo) is a global puzzle-style contest of 24 multiple-choice problems in 75 minutes, run annually in March across more than 90 countries for Grades 1–12 in six difficulty levels. This guide answers what is the kangaroo math competition, how the six levels work, what registration costs in the US, how to prepare without burning out.
Read moreHow to Prepare for AMC 8 — Tips, Topics, and Practice
How to prepare for AMC 8 comes down to one thing: 100+ past problems, slowly, under guidance. AMC 8 is a 25-question, 40-minute, no-calculator, MAA-administered contest for Grade 8 and below, held every November.
Read moreMath Olympiad Competitions — Everything You Need to Know
Math olympiad competitions are problem-solving contests that test how your child thinks with math, not how fast they recall facts. This guide names the major contests by age band — MOEMS, Math Kangaroo, AMC 8/10/12, AIME, USAMO, IMO, MATHCOUNTS, Math League, Putnam — and compares format, cost, eligibility, and what each one leads to next.
Read moreHow to Prepare for a Math Olympiad — A Parent's Guide
How to prepare for a math olympiad is mostly a question of stamina, not speed — teaching your child to sit with one hard problem for thirty minutes without giving up. This guide covers the olympiad levels (school to IMO), what each tests, an age-by-age preparation map from Grade 3 through Grade 12, a 12-month arc.
Read moreNegative Numbers: Definition, Rules, Examples (Parent Guide)
Negative numbers are numbers less than zero, written with a minus sign — $-3$, $-1.5$, $-\frac{1}{2}$. They sit to the left of zero on the number line and appear everywhere in real life: temperatures, debts, sea level, sports score differentials.
Read moreGet the best of Bhanzu Blogs
delivered to your inbox.
Weekly math tips, parent guides & more. No spam, ever.