Coursera Flash Sale
40% Off Coursera Plus for 3 Months!
Grab it
Learn to solve a classic algebra motion word problem involving two people running in opposite directions from the same starting point. Work through the step-by-step process of defining variables, applying the distance = rate × time formula, and setting up the correct equation when Joe runs 2 miles per hour faster than Amy, and after 3 hours they are 30 miles apart. Master the key concept that opposite directions mean distances add together, avoid common mistakes like mixing up rate, time, and distance, and develop a reusable strategy for tackling similar motion problems. Discover how to systematically approach word problems by properly defining variables, building equations, and solving them methodically. This problem-solving approach applies to various standardized tests including Algebra 1 and 2 exams, GED, HiSET, ASVAB, SAT, ACT, college placement tests, and teacher certification exams, making it valuable for algebra students, test prep learners, homeschool students, adults relearning mathematics, and anyone who enjoys logical problem-solving challenges.
