Circular Motion-When Will They Meet?

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Two individuals are walking around a circular lake in opposite directions with angular speeds of 1.66E-3 rad/s and 3.24E-3 rad/s. The initial calculation for the time until they meet was incorrectly set up, leading to confusion. The correct interpretation of the angular speeds involves recognizing that 1.66E-3 means 1.66 multiplied by 10 to the power of -3. Once this notation is understood, the calculations become clearer, resolving the initial struggle. The discussion highlights the importance of correctly interpreting scientific notation in physics problems.
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Here I am again...
Two people start at the same place and walk around a circular lake in opposite directions. One has an angular speed of 1.66E-3 rad/s, while the other has an angular speed of 3.24E-3 rad/s. How long will it be before they meet?

What I have done so far is to set 3.24t + 1.66t=2Pi

so t(4.9)=2Pi therefor t=1.282 s

or so I thought...problem is that it's wrong.
So then what am I doing wrong?
Any help is appreciated.
 
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gaimon said:
Here I am again...
Two people start at the same place and walk around a circular lake in opposite directions. One has an angular speed of 1.66E-3 rad/s, while the other has an angular speed of 3.24E-3 rad/s. How long will it be before they meet?

What I have done so far is to set 3.24t + 1.66t=2Pi

so t(4.9)=2Pi therefor t=1.282 s

or so I thought...problem is that it's wrong.
So then what am I doing wrong?
Any help is appreciated.

Btw, where did the 'E-3' parts dissapear?
 
i thought that that was just notation
what does it really mean?
 
gaimon said:
i thought that that was just notation
what does it really mean?

1.66E-3 = 1.66\cdot 10^{-3}. It is usually written in text form as 1.66*10^-3, rather than 1.66E-3.
 
i can't believe that was all I had to do
been struggling for hours
Thank you so much!
 
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