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Sep 20th 2009, 06:05 PM   #1
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Displacement

Hello. I've just joined the physics help forums from a link on the math help forums. I'm actually an undergraduate student, but I figured this problem would fit under this section since it's introductory physics.

I'm working on test corrections, so that I can get half credit for the points I missed. I'm still totally stuck on this problem, so any help would be appreciated.

 A delivery man travels 35 mi northwest to his first stop, 60 mi in a direction 35° west of south to his second stop. His third stop is supposed to be 100 mi west of his original position. What must his third displacement be (magnitude and direction) for him to reach his destination?

Sep 20th 2009, 06:34 PM   #2
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 Originally Posted by Rker Hello. I've just joined the physics help forums from a link on the math help forums. I'm actually an undergraduate student, but I figured this problem would fit under this section since it's introductory physics. I'm working on test corrections, so that I can get half credit for the points I missed. I'm still totally stuck on this problem, so any help would be appreciated.
Hi Rker and welcome here!
Are you used to draw vectors? The problem can be solved with a simple vector sketch.
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Isaac
If the problem is too hard just let the Universe solve it.

Sep 20th 2009, 07:05 PM   #3
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 Originally Posted by arbolis Hi Rker and welcome here!
Thank you.

 Originally Posted by arbolis Are you used to draw vectors? The problem can be solved with a simple vector sketch.
I did attempt to draw vectors on a coordinate plane, but I couldn't decipher much information out of its inaccuracy. Here's what I drew on my test:

Sep 20th 2009, 07:24 PM   #4
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 Originally Posted by Rker Thank you. I did attempt to draw vectors on a coordinate plane, but I couldn't decipher much information out of its inaccuracy. Here's what I drew on my test:
Looks good, but notice that 100 miles west from the starting point seems more at the left than the second stop compared to your sketch.
I suggest you to use Pythagoras theorem and/or trigonometry in order to draw a perfect sketch. So that you'll get the values they ask for.
Good work!
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Isaac
If the problem is too hard just let the Universe solve it.

 Sep 20th 2009, 08:46 PM #5 Junior Member     Join Date: Sep 2009 Posts: 4 I do remember my physics professor using trigonometry to solve the problem, but she didn't ask us to draw a to-scale sketch. Is there a different way to find the answer besides what you mentioned?

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