just need this answer real quick...timed test..got 13 minutes left: A +48.26 nC point charge is placed on the x axis at 3.007 m, and a -21.49 nC point charge is placed on the y axis at y= -6.779 m. What is the direction of the electric field at the origin?
counterclockwise from the positive x axis
plz tell me u can do this?
yeah let me try
|dw:1328301704314:dw|
i got 8 minutes to submit answer
i hate timed tests
Just think about it yourself. First hint: You can regard the resulting electrical field as the sum of the two electrical fields of each charge.
chris i don't have the time...i got 7 minutes
Enough time to think ...
afterwards i'll worry about how's and why's...right now i just need the correct answer
26.77 is net electric charge
Electric field at origin due to positive charge=9*10^9*48.26*10^-9/(3.007)^2( -i) = 48.0355 (-i) (toward left ) Electric field at origin due to negative charge=9*10^9*(-21.49)*10^-9/(6.779)^2 (j) =4.208(-j) towards downward direction I think clockwise from x direction
Second hint: Use coulomb's law to calculate the contribution of each charge at the origin.
plz for the love of god just gimme the answer and i'll work through it after i submit it
plz
got it?
I'm not going to support you to cheat, sorry.
then leave
ashe no i don't
are there options
Damn, just add these numbers.
what numbers?
i got 2 minutes left?
u wnana throw an airball up?
net electric field= \[\sqrt{{48.0355}^2+{4.028}^2}\]=48.204 Volt/meter in clockwise direction from =ve x-axis
it'd be +ve x -axis
i submitted 128...i think it's 132 though
thx for your help sir
but from where you got 128
i appreciate the effort
i added the two numbers u had earlier....as per what chris said
then just subtracted taht from 180
to get the angle counterclockwise
angle is -175 degrees
that was magnitude
If ash's numbers are correct it's just \[\vec E = ({-48.0},{-4.2} )^T \frac{\textrm{N}}{\textrm{C}}\], i.e. 180.5° (counter-clockwise).
yea thx....coulda used that 15 minutes ago
good lookin out
In the future you might consider: a.) Not wait until the last minute to do a test like this. b.) Being respectful to those who helped you. They aren't required to do so.
to xishem....i did not wait until the last minute to do this test. It's a timed 20 minute 1 question test. I'm very respectful of those who help me. I help many many people on here in the math section. I was very respectful and appreciative of ash for taking the time to help me. Chris was not helping, therefore at the time, was not appreciative
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