Question

Find the impedance of an inductor with L=0.1H under radian/angular frquency m=377 ( mad/s ), The impedance is [impedance] (Ohm). Round your result to the tenth place (1 digit after the decimal point).

Answer 1

The impedance of an inductor with an inductance of 0.1H and an angular frequency of 377 rad/s is calculated as 37.7 Ohm, after rounding to the tenth place.

Step-by-step explanation:

The impedance of an inductor is represented by its inductive reactance (XL), which depends on the inductor’s inductance (L) and the angular frequency (ω) of the alternating current passing through it. The formula to calculate the inductive reactance is XL = ωL. For an inductor with L=0.1H and an angular frequency ω=377 rad/s, the impedance can be calculated as:

XL = ωL = 377 rad/s × 0.1H = 37.7 Ω

Therefore, rounding to the tenth place, the impedance of the inductor is 37.7 Ohm.