An object is stuck at the origin. Two forces, F and F2, are applied to it to release it. The force F, is given by < 3,2 > and while F2 acts on the object with a magnitude of 4 in the direction of 60° Round to one decimal place as needed. Determine the magnitude and direction of F. а. b. Represent F, in component form. с. Using your result from part b, determine the resultant force R (which is the sum of the two force vectors) in component form. On the graph below, illustrate F1, F2, and R. 10- -5- 5 10

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Chapter1: Units, Trigonometry. And Vectors
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An object is stuck at the origin. Two forces, F and F2, are applied to it to release it. The force F, is given
by < 3,2 > and while F2 acts on the object with a magnitude of 4 in the direction of 60° Round to one decimal place
as needed.
Determine the magnitude and direction of F1.
а.
b.
Represent F2 in component form.
Using your result from part b, determine the resultant force R (which is the sum of the two
с.
force vectors) in component form. On the graph below, illustrate F,, F2, and R.
10-
-5-
5
10
lo
Transcribed Image Text:An object is stuck at the origin. Two forces, F and F2, are applied to it to release it. The force F, is given by < 3,2 > and while F2 acts on the object with a magnitude of 4 in the direction of 60° Round to one decimal place as needed. Determine the magnitude and direction of F1. а. b. Represent F2 in component form. Using your result from part b, determine the resultant force R (which is the sum of the two с. force vectors) in component form. On the graph below, illustrate F,, F2, and R. 10- -5- 5 10 lo
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