This looks confusing because of the differences in start times and velocities. But look at the similarities: they both travel the same distance and end at the same time. Mary traveled 75 minutes more than Joe, so if Joe covered the distance in x minutes, then Mary covered the same distance in x + 75 minutes (1.25 hours). So we can set up the equation as 65x = 40(x+1.25). Solve for x, then figure out when they met.
Crystal G.
asked 10/18/17Help on how to arrange this problem to solve
mary left the office at 7 a.m. traveling at 40 mph. her partner joe followed 45 minutes later taking the same route and traveling at 65 mph. if he also stopped for 30 minutes to eat breakfast at what time did he catch up to Mary
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