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The figure shows an overhead view of two people and a donkey who doesn't want to go anywhere. Find (a) the single vector that is equivalent to the SUM of the two vectors F1 (120.0 Newtons magnitude) and Fa (80 Newtons magnitude) shown. (Hint: break into x,y components and sum those separately) Your answer should have a magnitude AND F = 120 N direction. 80.0 N 75.0 60.0 ) Find the vector in the direction of the donkey that, if added to F1 and F2 would sum to zero. (Hint: If our answer to (a) is F3 then find - F3. Again, you need a magnitude and direction for your answer here.

The figure shows an overhead view of two people and a donkey who doesn't want to go anywhere. Find (a) the single vector that is equivalent to the SUM of the two vectors F1 (120.0 Newtons magnitude) and Fa (80 Newtons magnitude) shown. (Hint: break into x,y components and sum those separately) Your answer should have a magnitude AND F = 120 N direction. 80.0 N 75.0 60.0 ) Find the vector in the direction of the donkey that, if added to F1 and F2 would sum to zero. (Hint: If our answer to (a) is F3 then find - F3. Again, you need a magnitude and direction for your answer here.

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The figure shows an overhead view of two people and a donkey who doesn't want to go anywhere. Find (a) the single vector that is equivalent to the SUM of the two vectors F: (120.0 Newtons magnitude) and F2 (80 Newtons magnitude) shown. (Hint: break into x,y components and sum those separately) Your answer should have a magnitude AND F = 120 N direction. 80.0 N 75.0 e 60.0 (b) Find the vector in the direction of the donkey that, if added to F, and F2 would sum to zero. (Hint: If your answer to (a) is F3 then find - F3. Again, you need a magnitude and direction for your answer here.
Transcribed Image Text:The figure shows an overhead view of two people and a donkey who doesn't want to go anywhere. Find (a) the single vector that is equivalent to the SUM of the two vectors F: (120.0 Newtons magnitude) and F2 (80 Newtons magnitude) shown. (Hint: break into x,y components and sum those separately) Your answer should have a magnitude AND F = 120 N direction. 80.0 N 75.0 e 60.0 (b) Find the vector in the direction of the donkey that, if added to F, and F2 would sum to zero. (Hint: If your answer to (a) is F3 then find - F3. Again, you need a magnitude and direction for your answer here.
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