How do I know that I should do a vector addition for this?

AI Thread Summary
The discussion focuses on understanding when to perform vector addition in problem-solving scenarios. The prompt indicates that all vectors must be added because they represent different displacements that lead to a final location. The reasoning behind adding the vectors is to determine the resultant displacement, which is crucial for finding the keys to the Porsche efficiently. Recognizing the need to add vectors often comes from the context of the problem, particularly when multiple directions and distances are involved. Ultimately, mastering vector addition is essential for accurately solving similar problems in the future.
Blockade
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I don't need help finding the resultant of this example problem. What I do need help for is: What exactly from this prompt hinted that I must add all the vectors provided.

I have read this many times through and I still didn't know what to do. How does adding the vectors help them find the location of the keys to the Porsche? What can tell me in the future (like in a test) when I read a problem like this, I should try and add the vectors? What is the reasoning behind adding the vectors?

Thank you for your time.

Three players on a reality TV show are brought to the center of a
large, flat field. Each is given a meter stick, a compass, a calculator,
a shovel, and (in a different order for each contestant) the following
three displacements:

A: 72.4 m, 32.0° east of north
B: 57.3 m, 36.0° south of west
C: 17.8 m due south

The three displacements lead to the point in the field where the
keys to a new Porsche are buried. Two players start measuring
immediately, but the winner first calculates where to go. What
does she calculate?
 
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You have three displacement vectors and the players are told that they have to follow all three. What else would you do with the vectors?

Calculating is really faster than walking (and measuring) the long way here I guess.
 
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mfb said:
You have three displacement vectors and the players are told that they have to follow all three. What else would you do with the vectors?

Calculating is really faster than walking (and measuring) the long way here I guess.
I understand now, thank you very much for your help!
 
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