You are watching ants dig through an ant farm as an exercise in relaxation and mindfulness, and you become fixated on one ant. From your point of view, the ant farm appears as a 2D plane in which ants can move vertically (up/down) or horizontally (left right). The ant starts by walking up at a speed of 5.8 millimeters per second (mm/s). After 19 seconds, it turn left. The tunnel that the ant is crawling through is a bit more constricted, and so it slows down to 0.7 mm/s and continues walking in that direction for another 12 seconds. When it reaches the edge of the ant farm, it turns right and tries to walk along the wall to reach the surface. With the sun in view, it speeds up to 6.4 mm/s for 11 seconds until it finally reaches the surface. At this point, how far (in centimeters) is the ant from its starting point? Note: 1 mm = 103 m, 1 cm = 102 m

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You are watching ants dig through an ant farm as an exercise in relaxation and
mindfulness, and you become fixated on one ant. From your point of view, the ant
farm appears as a 2D plane in which ants can move vertically (up/down) or
horizontally (Ileft right). The ant starts by walking up at a speed of 5.8 millimeters per
second (mm/s). After 19 seconds, it turn left. The tunnel that the ant is crawling
through is a bit more constricted, and so it slows down to 0.7 mm/s and continues
walking in that direction for another 12 seconds. WVhen it reaches the edge of the ant
farm, it turns right and tries to walk along the wall to reach the surface. With the sun
inview, it speeds up to 6.4 mm/s for 11 seconds until it finally reaches the surface. At
this point, how far (in centimeters) is the ant from its starting point?
Note: 1 mm - 10 m, 1 cm = 10 m
Transcribed Image Text:You are watching ants dig through an ant farm as an exercise in relaxation and mindfulness, and you become fixated on one ant. From your point of view, the ant farm appears as a 2D plane in which ants can move vertically (up/down) or horizontally (Ileft right). The ant starts by walking up at a speed of 5.8 millimeters per second (mm/s). After 19 seconds, it turn left. The tunnel that the ant is crawling through is a bit more constricted, and so it slows down to 0.7 mm/s and continues walking in that direction for another 12 seconds. WVhen it reaches the edge of the ant farm, it turns right and tries to walk along the wall to reach the surface. With the sun inview, it speeds up to 6.4 mm/s for 11 seconds until it finally reaches the surface. At this point, how far (in centimeters) is the ant from its starting point? Note: 1 mm - 10 m, 1 cm = 10 m
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