Uniform line of charge and point charge

[noagname]

Homework Statement

An infinite line charge of uniform linear charge density lambda = -3.1 mu or micro CC/m lies parallel to the y-axis at x = -1 m. A point charge of 0.7 mu or micro CC is located at x = 2.5 m, y = 3.5 m. Find the x- and y-components of the electric field at x = 3.5 m, y = 3.0 m.

Homework Equations

flux = E*A = Q/ε
E = kQ/r^2

The Attempt at a Solution

X axis:
To find the electric field from the line only: gaussian cylinder, centered on the line and r = 4.5m.
E*2∏*4.5*L = λL/ε -> E1 = λ/(ε*9*∏) to the left

From the point:
E2 = K(.7*10^-6)/1.25*sin(63.43°) to the right

Ex = E2-E1 Right?

Y axis:
The line don't matter because it cancels itself out. right?
Ey = K(.7*10^-6)/1.25*cos(63.43°) Down

Both answers need to be in kN/C, I'm at a loss, do you guys have any ideas? I have tried many different answers and I've checked all of the units.

 

[TSny]

Your work looks good to me. What did you get for your final answer?

 

[ehild]

What are your numerical results?

ehild

 

[noagname]

X axis: -9545.026 -> http://wolfr.am/18Pi697
Y axis: -4164.957 -> http://wolfr.am/17Ljn44

 

[TSny]

X axis: -9545.026 -> http://wolfr.am/18Pi697
Y axis: -4164.957 -> http://wolfr.am/17Ljn44

Does WolframAlpha assume the argument of trig functions is in degrees or radians?

 

[noagname]

Welp, I just found my mistake. Damn Radians!