1. Draw a qualitative motion diagram (including both velocity and acceleration vectors) for the following objects in the following situations: Be sure to show the vector subtraction that supports how you got your acceleration vectors. a) Viewed from above, a car traveling around a traffic circle having radius R at constant speed. b) A person in a perfectly circular roller coaster loop-de loop having radius R. (Note: higher speed at the bottom of the loop than the top)
1. Draw a qualitative motion diagram (including both velocity and acceleration vectors) for the following objects in the following situations: Be sure to show the vector subtraction that supports how you got your acceleration vectors. a) Viewed from above, a car traveling around a traffic circle having radius R at constant speed. b) A person in a perfectly circular roller coaster loop-de loop having radius R. (Note: higher speed at the bottom of the loop than the top)
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![1. Draw a qualitative motion diagram (including both velocity and acceleration vectors) for
the following objects in the following situations: Be sure to show the vector subtraction
that supports how you got your acceleration vectors.
a) Viewed from above, a car traveling around a traffic circle having radius R at constant
speed.
b) A person in a perfectly circular roller coaster loop-de loop having radius R. (Note: higher
speed at the bottom of the loop than the top)](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F0ee67c44-0754-41fd-9006-bdc882dbaccb%2Fc3fe722f-8db9-47d4-a42a-f7addf7a797a%2Fym2h745_processed.jpeg&w=3840&q=75)
Transcribed Image Text:1. Draw a qualitative motion diagram (including both velocity and acceleration vectors) for
the following objects in the following situations: Be sure to show the vector subtraction
that supports how you got your acceleration vectors.
a) Viewed from above, a car traveling around a traffic circle having radius R at constant
speed.
b) A person in a perfectly circular roller coaster loop-de loop having radius R. (Note: higher
speed at the bottom of the loop than the top)
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