**1. The problem statement, all variables and given/known data**

An RLC circuit has a resistance of 2.0 kΩ, a capacitance of 8.0 µF, and an inductance of 9.0 H. If the frequency of the alternating current is 4.0/π kHz, what is the phase shift between the current and the voltage?

A) -1.6 rad

B) -1.5 rad

C) 36 rad

D) 3.1 rad

**2. Relevant equations**

Tan-1 (XL-Xc/R)

**3. The attempt at a solution**

at first i thought that since current phasors lag by 90 degrees that it may be -1.5 rads. but that isn’t correct.

then i used the the inverse tangent equation above in hopes of finding the angle which came out to be 88.4 degrees (which is about 1.5 rads)

i then took the 88.4 degrees and subtracted it from 90 degrees, because I thought it might turn out a correct answer because the phasors are perpendicular to each other. but that gives you 1.6 which is not correct either.

I’m not sure what equation to use …

http://ift.tt/1pu10Lo