- If charges are distributed, the resultant force between the objects would be the vector sum of each force on each charge due to the resultant electric field at each charge. Things would get complicated!
Solution video
OpenStax College Physics, Chapter 18, Problem 11 (Problems & Exercises)
Calculator Screenshots
Comments
these questions and answers are outdated, i want my money back
Hi henrimccarti,
Thank you for your feedback. The problem is that, for chapter 18 only, the questions are numbered differently in the two editions of the textbook: College Physics (which I presume you're using), and College Physics for AP Courses. I've been meaning to sort this out, and your comment is the final piece of evidence that it's important to do so now. Question 25 in your edition should be question 39. If you enter a bit of the question text in search it won't take long to find it. In any case, please contact me directly if you wish to have a refund, and it will definitely be issued.
All the best,
Shaun
Are these calculator tips correct? I am not getting the correct answer
Hi rutleyqm,
Thank you for the question. Yes, the calculator screenshots should get you the same answer. If your calculator gives a different answer it might depend how you're entering the "times 10 to the power of" part, for which I use the "E" function. If you enter this differently, you would need brackets around the denominator.
Hope this helps,
Shaun
Wouldn't it be -0.262N since q2= -0.600x10^-6?
Hi victoria, thank you for the question. The problem asks "how strong is the attractive force" which suggests it's looking for a magnitude, which is to say the strength of the attractive force. A negative sign would indicate direction, but in this particular problem it isn't clear what the negative direction would mean - is that to the left? down?
In the video I enclosed between vertical lines that mean magnitude (or in a math class these lines would be called absolute value), which means I'm ignoring the direction of the force. The force is attractive but whether that's left, right, up, or down, isn't specified.
Hope this helps,
Shaun