Question 13 Marks
A household uses the following electric appliances:
$i$. The refrigerator of rating $400 W$ for $10 h$ each day and Two electric fans of rating $80 W$ each for $6 h$ daily
$ii$. Six electric tubes of rating $18 W$ each for $6 h$ daily.
Calculate the electricity bill for the household for the month of June, if the cost of electrical energy is $Rs. 3$ per unit.
$i$. The refrigerator of rating $400 W$ for $10 h$ each day and Two electric fans of rating $80 W$ each for $6 h$ daily
$ii$. Six electric tubes of rating $18 W$ each for $6 h$ daily.
Calculate the electricity bill for the household for the month of June, if the cost of electrical energy is $Rs. 3$ per unit.
Answer
View full question & answer→$i$. Energy consumed per day by refrigerator
$=0.4 kW \times 10 h\ [\therefore$ power of refrigerator $=400 W \frac{400}{1000} kW=0.4 kW]$
$=4 kWh $
Energy consumed per day by fans
$=2 \times 0.08 kW \times 6 h \ [\therefore$ power of each fan $=\frac{80}{1000}=0.08 kW]$
$=0.96 kWh $
$ii$. Energy consumed per day by electric tubes
$=6 \times 0.018 kWh \times 6 h \ [\therefore $ power of each electric tube $=\frac{18}{1000}=0.018 kW]$
$=0.648 kWh $
Total energy consumed per day $= 4 + 0.96 + 0.648 = 5.608 kWh$
Energy consumed in $30$ days $=30 \times 5.608=168.24 kWh$
Cost of $168.24 kWh$
Cost of $168.24$ units $ ₹ 3.00=168.24 \times 3= ₹ 504.72$
$=0.4 kW \times 10 h\ [\therefore$ power of refrigerator $=400 W \frac{400}{1000} kW=0.4 kW]$
$=4 kWh $
Energy consumed per day by fans
$=2 \times 0.08 kW \times 6 h \ [\therefore$ power of each fan $=\frac{80}{1000}=0.08 kW]$
$=0.96 kWh $
$ii$. Energy consumed per day by electric tubes
$=6 \times 0.018 kWh \times 6 h \ [\therefore $ power of each electric tube $=\frac{18}{1000}=0.018 kW]$
$=0.648 kWh $
Total energy consumed per day $= 4 + 0.96 + 0.648 = 5.608 kWh$
Energy consumed in $30$ days $=30 \times 5.608=168.24 kWh$
Cost of $168.24 kWh$
Cost of $168.24$ units $ ₹ 3.00=168.24 \times 3= ₹ 504.72$


