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10 Nov 2019
Rob and Jill are running in straight paths with constant velocity. We know Rob is (-5, -4) at 12:00 pm, and at (7, 5) at 12:10 pm. Jill starts at (-4, 5) at 12:00 pm, ay (3, -6) at 12:10 pm. Will they meet? If not, how close will they come and if so what time during the 10 minute? Graph the runner's progress and show a table of values for every 5 seconds after 12:00. Also, determine what parametric equations would represent each runner's progress and demonstrate algebraically whether they meet or not.
Rob and Jill are running in straight paths with constant velocity. We know Rob is (-5, -4) at 12:00 pm, and at (7, 5) at 12:10 pm. Jill starts at (-4, 5) at 12:00 pm, ay (3, -6) at 12:10 pm. Will they meet? If not, how close will they come and if so what time during the 10 minute? Graph the runner's progress and show a table of values for every 5 seconds after 12:00. Also, determine what parametric equations would represent each runner's progress and demonstrate algebraically whether they meet or not.
Sixta KovacekLv2
3 May 2019