The question "ii. The current flowing through the 8 resistor" is incomplete as it refers to an 8-ohm resistor without a circuit diagram or further context. Please provide the full question or diagram

You're on a roll — The question "ii. The current flowing through the 8 resistor" is incomplete as it refers to an 8-ohm resistor without a circuit diagram or further context. Please provide the full question or diagram for this part. Let's proceed with part (c) about the house appliances. (c) A house has twenty $60\text{W}$ bulbs, two $1000\text{W}$ heater and two $500\text{W}$ security lights. If the appliances are running on a $240\text{V}$ supply calculate (i) The total power in KW used when all are switched on. Step 1: Calculate the total power consumed by each type of appliance. Power from bulbs: $P_{\text{bulbs}} = 20 \times 60\text{ W} = 1200\text{ W}$ Power from heaters: $P_{\text{heaters}} = 2 \times 1000\text{ W} = 2000\text{ W}$ Power from security lights: $P_{\text{lights}} = 2 \times 500\text{ W} = 1000\text{ W}$ Step 2: Calculate the total power in Watts. $$P_{\text{total}} = P_{\text{bulbs}} + P_{\text{heaters}} + P_{\text{lights}}$$ $$P_{\text{total}} = 1200\text{ W} + 2000\text{ W} + 1000\text{ W}$$ $$P_{\text{total}} = 4200\text{ W}$$ Step 3: Convert the total power from Watts to Kilowatts (KW). $$P_{\text{total (KW)}} = \frac{4200\text{ W}}{1000\text{ W/KW}}$$ $$P_{\text{total (KW)}} = 4.2\text{ KW}$$ The total power used is $\boxed{\text{4.2 KW}}$. (ii) The total current drawn from the mains supply. Step 1: Use the formula relating power, voltage, and current. $$P = VI$$ Where $P$ is total power, $V$ is voltage, and $I$ is current. Step 2: Rearrange the formula to solve for current. $$I = \frac{P}{V}$$ Step 3: Substitute the total power (in Watts) and the supply voltage. $$I = \frac{4200\text{ W}}{240\text{ V}}$$ $$I = 17.5\text{ A}$$ The total current drawn from the mains supply is $\boxed{\text{17.5 A}}$. What's next?