Understanding Electrostatics: How Does the Charge Sign Affect the Formula?

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The discussion clarifies the impact of charge signs on electrostatic formulas, specifically voltage and force equations. In the voltage formula v = kq1/r + kq2/r, a negative charge does indeed affect the equation, resulting in a negative term for that charge. Conversely, in the force equation f = kq1q2/r^2, the sign of the charges determines whether the force is attractive or repulsive. The participants emphasize that while negative charges influence the calculations, the overall context, including distance, is crucial for accurate results. Understanding these nuances is essential for solving electrostatic problems effectively.
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the formula

v = kq1/r +kq2/r

if a charge is -2 micro couloumbs for instance is that put into the equatoin and it becomes minused instead or the sign doesn't effect q in the formula

cuase i remmeber in the f = kq1q2
the sign has no effect
 
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Mkay, for your first concern, the formula for voltage is correct. The thing is though is that the formula has q1 and q2, which are different charges, which can either be positive or negative. And yes, if the charge is negative, then yes, that particular term of the equation (which by the way, you can use for as many charges as you'd like) becomes negative.

AS for your second claim, the electric force between two particles is kq1q2/r^2! Very important is the sign(how much like yoda did I just sound there). In this case, the charge of the q's will determine whether the force will be attractive (negative sign) or repulsive (positive). Hopefully that asnwered your question.
 
ur right about the force part, i meant it i don't use it in the equation to find the Force magnitude, then i can draw FBD's to see which way itll go , cause of positive or negative, thanks a lot man!

So for the Voltage equation, if one q is -2 microcouloumbs
then i minus the whole kq1/r term right
 
like i have 1, 18000 volts, the second was 9000 volts, and the third also 9000 volts but the coulumb charge was -2, instead of 2 like the first
so does that mean the final voltage is only 18000,
so a negative couloumb charge actually subtractsf rom the total voltage?
 
Hmm, don't eaxctly see where you are going with this. You give voltage results and the chare, but no distance r...seems to me that ur missing something. Post the problem exactly as it's worded and i'll try and lead you into the right direction.
 
The book claims the answer is that all the magnitudes are the same because "the gravitational force on the penguin is the same". I'm having trouble understanding this. I thought the buoyant force was equal to the weight of the fluid displaced. Weight depends on mass which depends on density. Therefore, due to the differing densities the buoyant force will be different in each case? Is this incorrect?

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