Sprendimas: 4WyKlz - 1

tan(φ) =

(X__L-X__C)

/ R

tan(φ) =

(X__L-X__C)

/ R

$tan(\phi)$ = $\frac{X_{L}-X_{C}}{R}$

tan(φ) =

X__L

/ R

-

X__C

/ R

$tan(\phi)$ = $\frac{X_{L}}{R}-\frac{X_{C}}{R}$

φ = arctan((

X__L

/ R

-

X__C

/ R

)) $\phi$ = $arctan((\frac{X_{L}}{R}-\frac{X_{C}}{R}))$

φ = arctan(

X__L

/ R

-

X__C

/ R

) $\phi$ = $arctan(\frac{X_{L}}{R}-\frac{X_{C}}{R})$