A hair dryer is treated as a pure resistor. But because there are coils in the heating element and in the motor that drives the blower fan, a hair dryer also has inductance.
Qualitatively, does including an inductance increase or decrease the values of R, Irms, and P?
Answer
Let impedence is Z, resistance is R , inductance is L
Then we can write
"Z=\\sqrt{R^2+(wL)^2}"
Which is clearly greater than R. So it will increase R.
Now current
"I_{rms}=\\frac{V}{Z}"
As Z increases current decreases.
Power P decreases.
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