lesson 34
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Lesson 34. Uniform Motion Problems: D 1 + k = D 2. Today’s Uniform Motion Problems. the distance traveled by one object exceeds, by a specified amount, the distance traveled by another object Equations will look like: Dist A + 40 = Dist B Don’t forget the other two types. Example 34.1. - PowerPoint PPT PresentationTRANSCRIPT
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Lesson 34
Uniform Motion Problems:
D1 + k = D2
![Page 2: Lesson 34](https://reader036.vdocuments.net/reader036/viewer/2022082711/56812fdd550346895d95557d/html5/thumbnails/2.jpg)
Today’s Uniform Motion Problems
• the distance traveled by one object exceeds, by a specified amount, the distance traveled by another object
• Equations will look like: Dist A + 40 = Dist B
• Don’t forget the other two types
![Page 3: Lesson 34](https://reader036.vdocuments.net/reader036/viewer/2022082711/56812fdd550346895d95557d/html5/thumbnails/3.jpg)
Example 34.1• Millicent began the journey at 6 a.m. at 50 kph.
Beauregard began to chase her at 10 a.m. at 60 kph. What time was it when Beauregard got within 40 km of Millicent?
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Example 34.2• When the sheriff began his pursuit, Robin Hood was
already 7 miles out of Nottingham. If the sheriff traveled at 6 mph while Robin Hood’s rate was 2 ½ mph, how long did it take the sheriff to catch up?
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Example 34.3• Zane began the journey at 5 a.m. at 30 kph.
Tricia began to chase him at 7 a.m. at 40 kph. What time was it when Tricia got within 20 km of Zane?