[tex]\displaystyle \\
\texttt{Bec 24V, 20W} \\ \\
I = \frac{P}{U} = \frac{20}{24} = \frac{5}{6} = 0,83 ~A \\ \\
R = \frac{U}{I} = \frac{20}{ \frac{5}{6} } = \frac{20\times 6}{5}=4 \times 6= 24 ~\Omega \\ \\ \\
\texttt{Bec 220V, 60W} \\ \\
I = \frac{P}{U} = \frac{60}{220} = \frac{3}{11} = 0,27 ~A \\ \\
R = \frac{U}{I} = \frac{220}{ \frac{3}{11} } = \frac{220\times 11}{3}= \frac{2420}{3} = 806,66 ~\Omega [/tex]
[tex]\displaystyle \\
\texttt{Radiator 220V, 2000W} \\ \\
I = \frac{P}{U} = \frac{2000}{220} = \frac{100}{11} = 9,09 ~A \\ \\
R = \frac{U}{I} = \frac{220}{ \frac{100}{11} } = \frac{220\times 11}{100}=2,2 \times 11= 24,2 ~\Omega \\ \\ \\
\texttt{Resou 220V, 1000W} \\ \\
I = \frac{P}{U} = \frac{1000}{220} = \frac{50}{11} = 4,54~A \\ \\
R = \frac{U}{I} = \frac{220}{ \frac{50}{11} } = \frac{220\times 11}{50}=4,4 \times 11= 48,4 ~\Omega[/tex]
[tex]\displaystyle \\
\texttt{Fier de calcat 220V, 800W} \\ \\
I = \frac{P}{U} = \frac{800}{220} = \frac{40}{11} = 3,63 ~A \\ \\
R = \frac{U}{I} = \frac{220}{ \frac{40}{11} } = \frac{220\times 11}{40}=5,5 \times 11= 60,5 ~\Omega \\ \\ \\
\texttt{Televizor 220V, 800W} \\ \\
\texttt{Formulele folosite mai sus nu sunt potrivite pentru } \\
\texttt{televizor deoarece nu are un consum pur rezistiv.} [/tex]
[tex]\texttt{In functie de varianta constructiva, si de generatie,} \\
\texttt{televizoare pot fi: } \\
\texttt{- cu transformator de retea} \\
\texttt{- cu condensator urmat de diode redresoare si zener} \\
\texttt{- cu sursa in comutatie} \\ \\
\texttt{In aceste situatii, forulele se schimba astfel:} \\ \\
Formula:~~~P = U \times I ~~devine ~~P = U \times I \times cos \varphi \\
unde ~~\varphi ~~ \text{este unghiul de de.fazare intre tensiune si curent.}
[/tex]
[tex]Formula:~~~I = \frac{U}{R} ~~devine ~~I = \frac{U}{Z} \\
unde ~~Z= \sqrt{R^2 + (X_L - X_C)^2}~~(impedanta}~\\
unde ~X_L ~\text{este reactanta inductiva} ~~si~~X_C ~\text{este reactanta capacitiva.} \\ \\ \\
\texttt{Aceste informatii nu le contine problema si nici nu cred ca} \\
\texttt{vi s-au predat pana acum.} \\ [/tex]