Respuesta :
Answer: 54.5%
Explanation:
Hydroelectric power is said to cost $0.05 per kWh to produce. A typical house uses 10,900 kWh in a year so in a year it would cost,
= 0.05 * 10,900
= $545
Coal-fired Electricity can be produced at a cost of $0.11 per kWh so a typical house would cost,
= $0.11 * 10,900
= $1,199
Percentage change in the cost using Coal-fired as a base is,
= (1,199 - 545)/1,199
= 0.5455
= 54.5%
54.5% is the percent change in the cost of electricity for a typical house resulting from a switch between conventional coal-fired power plants to hydroelectric power.
Answer:
The percent change in the cost of electricity from coal-fired to hydroelectric power = 54.5% reduction.
Explanation:
a) The cost of coal-fired power = $0.11 per KWh
b) The cost of hydroelectric power = $0.05 per KWh
c) The reduction or savings = $0.06 ($0.11 - $0.05) per KWh
d) The % change is therefore = $0.06/$0.11 x 100 = 54.5%
e) The implication is that it will cost a typical house 54.5% less when it switches from coal-fired power plants to hydroelectric power. The house will be paying $0.06 less per KWh.