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A watt-hour is a unit of electrical energy equivalent to a power consumption of 1 watt for 1 hour. How much energy, in watt-hours, is required to keep a 6 -watt lightbulb lit for 4,800 hours?
Choose 1 answer:
(A) 600
(B) 800
(C) 27,200
(D) 28,800

A watt-hour is a unit of electrical energy equivalent to a power consumption of 11 watt for 11 hour. How much energy, in watt-hours, is required to keep a 66 -watt lightbulb lit for 44,800800 hours?\newlineChoose 11 answer:\newline(A) 600600\newline(B) 800800\newline(C) 2727,200200\newline(D) 2828,800800

Full solution

Q. A watt-hour is a unit of electrical energy equivalent to a power consumption of 11 watt for 11 hour. How much energy, in watt-hours, is required to keep a 66 -watt lightbulb lit for 44,800800 hours?\newlineChoose 11 answer:\newline(A) 600600\newline(B) 800800\newline(C) 2727,200200\newline(D) 2828,800800
  1. Identify values and formula: Identify the given values and the formula to calculate energy.\newlineWe have a 66-watt lightbulb and it needs to be lit for 4,8004,800 hours.\newlineThe formula for energy in watt-hours is:\newlineEnergy (Wh) = Power (W) ×\times Time (h)
  2. Plug values into formula: Plug the given values into the formula.\newlineEnergy = 6watts×4,800hours6 \, \text{watts} \times 4,800 \, \text{hours}
  3. Perform multiplication to find energy: Perform the multiplication to find the energy.\newlineEnergy = 6×4,8006 \times 4,800\newlineEnergy = 28,80028,800 watt-hours

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