A house is installed with
(a) 10 bulbs of 60 W each of which is used 5 hours daily.
(b) 4 fans of 75 W each of which runs 10 hours daily.
(c) One T.V. of 100 W which is used for 5 hours daily.
(d) One electric iron of 1000 W which is used for 2 hours daily. If the cost of one unit of electricity is Rs.4.
Find the monthly expenditure of electricity (one month=30 days). Ans. (Rs. 1020/-)
(a) 10 bulbs of 60 W each of which is used 5 hours daily.
(b) 4 fans of 75 W each of which runs 10 hours daily.
(c) One T.V. of 100 W which is used for 5 hours daily.
(d) One electric iron of 1000 W which is used for 2 hours daily. If the cost of one unit of electricity is Rs.4.
Find the monthly expenditure of electricity (one month=30 days). Ans. (Rs. 1020/-)
Data Given:
(a)Power of 10 Bulbs of 60 W each = 10 x 60 W = 600 WTime of 10 Bulb each used daily = 5 hrs Time for 3o days = 30 x 50 hrs = 150 hrs
(b)Power of 4 Fans of 75 W each = 10 x 75 W = 750 WTime of 4 Fans used daily = 4 hrs Time for 3o days = 30 x 4 hrs = 120 hrs
(c)Power of 1 T.V. = 100 WTime of 1 T.V. used daily for 2hrs = 5 hrsTime for 3o days = 30 x 5 hrs = 150 hrs
(d)Power of 1 Iron = 1000 WTime of 1 Iron used daily for 2hrs = 2 hrsTime for 3o days = 30 x 2 hrs = 60 hrs
Cost of one unit of Electricity = Rs. 4 per Unit
(a)
Power of 10 Bulbs of 60 W each = 10 x 60 W = 600 W
Time of 10 Bulb each used daily = 5 hrs
Time for 3o days = 30 x 50 hrs = 150 hrs
(b)
Power of 4 Fans of 75 W each = 10 x 75 W = 750 W
Time of 4 Fans used daily = 4 hrs
Time for 3o days = 30 x 4 hrs = 120 hrs
(c)
Power of 1 T.V. = 100 W
Time of 1 T.V. used daily for 2hrs = 5 hrs
Time for 3o days = 30 x 5 hrs = 150 hrs
(d)
Power of 1 Iron = 1000 W
Time of 1 Iron used daily for 2hrs = 2 hrs
Time for 3o days = 30 x 2 hrs = 60 hrs
Cost of one unit of Electricity = Rs. 4 per Unit
To Find:
Monthly (30 days) expenditure (cost) of Electricity = ?
Solution:
Formula for Energy consumed in KWh [(Power (in Watt), Time (in Hours) and 1KWh = 1 unit]
E= `\frac{Power x Time}{1000}`
(a)
Monthly Energy consumed by 10 Bulb in units:
E(bulb) = `\frac{Power x Time}{1000}`
By putting values
E(bulb) = `\frac{600 Wattsx 150 hrs}{1000}`
E(bulb) = 90 KWh
E(bulb) = 90 units
(b)
Monthly Energy consumed by 4 fans monthly in units:E(fans) = `\frac{Power x Time}{1000}`
By putting values
E(fans) = `\frac{300 Wattsx 300 hrs}{1000}`
E(fans) = 90 KWh
E(fans) = 90 units
(c)
Monthly Energy consumed by 1 T.V. in units:E(T.V.) = `\frac{Power x Time}{1000}`
By putting values
E(T.V.) = `\frac{100 Wattsx 150 hrs}{1000}`
E(T.V.) = 15 KWh
E(T.V.) = 15 units
(d)
Energy consumed by Iron: E(Iron) = `\frac{Power x Time}{1000}`
By putting values
E(Iron) = `\frac{1000 Wattsx 60 hrs}{1000}`
E(Iron) = 60 KWh
E(Iron) = 60 units
Total Energy consumed in a month in Units
E (Total) = E(bulb) + E(fans) + E(T.V.) + E(Iron)
E (Total) = (90 + 90 + 15 + 60) units
E (Total) = 255 units
Cost of one unit of Electricity = Rs. 4 per Unit
so,
Monthly expenditure (cost) of electricity = 255 units x Rs. 4 per Unit
so,
Monthly expenditure (cost) of electricity = 255 units x Rs. 4 per Unit
Monthly expenditure (cost) of electricity = 1020 Rs.
So, the monthly expenditure of using the questioned home appliances according to the given data is Rs. 1020.
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