Calculating Net Dipole Moment for Water - What Am I Doing Wrong?

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Discussion Overview

The discussion revolves around the calculation of the net dipole moment for water, focusing on the application of the dipole moment equation and the potential errors in calculation methods. Participants explore the technical aspects of the calculation and the use of different tools for trigonometric functions.

Discussion Character

  • Technical explanation, Debate/contested, Homework-related

Main Points Raised

  • One participant cites an equation for the net dipole moment of water and expresses confusion over consistently obtaining an incorrect result.
  • Another participant suggests checking the calculator settings to ensure it is in degree mode.
  • A participant mentions using an iPhone app and Google's scientific calculator, questioning whether the initial answer of 1.84 D was correct.
  • There is a clarification about the difference between degrees and radians, which is acknowledged by the original poster.
  • The original poster later corrects their calculation after realizing the angle was in radians, resulting in a new value of 1.836 D.

Areas of Agreement / Disagreement

Participants do not reach a consensus on the initial calculation methods, but there is agreement on the importance of using the correct angle measurement in calculations.

Contextual Notes

The discussion highlights potential limitations in understanding the distinction between degrees and radians, which may affect the accuracy of calculations.

HelloCthulhu
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Greeting PF!

http://chemwiki.ucdavis.edu/Physical_Chemistry/Atomic_Theory/Dipole_Moments

On the website above, I found an equation for the dipole moment of water:

"...the net dipole moment =2(1.5)xcos(104.5/2)=1.84 D."

I understand how to calculate the bond dipole. But after calculating for the net dipole, I keep getting the same wrong answer: -1.20606

Please tell me what I'm doing wrong! Thank you so much for your assistance! :]
 
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Have you tried to switch your calculator to DEG?
 
I'm using an iPhone app. It has a tab for trig where I found cos(, so I don't think I have to switch modes. I've also used Google's scientific calculator and received the same answer. Was your answer 1.84?
 
But you know the difference between degrees and radians, do you?
 
Oh, wow. Totally screwed that up. Changed 104.5 radians and now I've got 1.836. Thanks Borek! :D
 

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