3. An object is stuck at the origin. To get the object free, two forces are applied to the object. The first force, F, extends from the origin to position (-8,2). The second force, F2, acts on the object with a magnitude of 8 Newtons in the direction of 30°. You may assume units of distance are in meters. Represent the two force vectors, F, and F2, in component form. Leave all answers in exact а. form. b. Draw a sketch of the two force vectors on the graph to the right. 5- c. If these two forces together free the object, in what direction and with what magnitude would the object travel? Round to one decimal place as needed. -5 -5

College Physics
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Chapter1: Units, Trigonometry. And Vectors
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3.
An object is stuck at the origin. To get the object free, two forces are applied to the object. The first force,
F, extends from the origin to position (-8,2). The second force, F2, acts on the object with a magnitude of 8
Newtons in the direction of 30°. You may assume units of distance are in meters.
Represent the two force vectors, F and F2, in component form. Leave all answers in exact
а.
form.
b.
Draw a sketch of the two force vectors on the graph to the
right.
-5-
с.
If these two forces together free the object, in what direction
and with what magnitude would the object travel? Round to one decimal
-5
place as needed.
-5
Transcribed Image Text:3. An object is stuck at the origin. To get the object free, two forces are applied to the object. The first force, F, extends from the origin to position (-8,2). The second force, F2, acts on the object with a magnitude of 8 Newtons in the direction of 30°. You may assume units of distance are in meters. Represent the two force vectors, F and F2, in component form. Leave all answers in exact а. form. b. Draw a sketch of the two force vectors on the graph to the right. -5- с. If these two forces together free the object, in what direction and with what magnitude would the object travel? Round to one decimal -5 place as needed. -5
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