Solving Rate and Distance Problems - Two Runners in Opposite Directions

Learn how to solve a classic rate and distance problem in this 18-minute math tutorial that analyzes two runners moving in opposite directions. Master the distance formula and algebraic problem-solving techniques to determine individual running speeds when given that two people end up 30 miles apart after running for 3 hours. Follow along with a detailed step-by-step breakdown that demonstrates how to properly set up distance = rate × time equations, identify key variables, and avoid common calculation mistakes. Perfect for middle school, high school, and college students studying algebra, as well as those preparing for math teacher certification exams or looking to strengthen their mathematical problem-solving skills.