If three resistor are connected in series, what is the total current if the value of R1= 12 mega ohm R2 = 20 mega ohmR3 = 5 mega ohm and the voltage source is Et = 24 volts
R1=12MΩ=12×106ΩR_1=12M \Omega=12 \times 10^6 \OmegaR1=12MΩ=12×106Ω
R2=20MΩ=20×106ΩR_2=20M \Omega=20 \times 10^6 \OmegaR2=20MΩ=20×106Ω
R3=5MΩ=5×106ΩR_3=5M \Omega=5 \times 10^6 \OmegaR3=5MΩ=5×106Ω
RTotal=(12+20+5)MΩ=37MΩ=37×106ΩR_{Total}=(12+20+5) M \Omega =37M \Omega =37\times 10^6 \OmegaRTotal=(12+20+5)MΩ=37MΩ=37×106Ω
The total current, I=EtRTotal=2437×106=0.6486×10−6A=0.6486mAI= \frac{E_t}{R_{Total}}=\frac{24}{37\times 10^6}= 0.6486 \times10^{-6} A= 0.6486 mAI=RTotalEt=37×10624=0.6486×10−6A=0.6486mA
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