In a departmental store ,10 bulbs each of 60W , 4 fans each of 60W , 3 AcS each of 2kw are used for 8 hrs per day. Calculate:
a) total power consumed per day
b) total power consumed 30 days
c) total electrical energy consumed in 30 days
d) the cost of electricity at a rate of rs 4.00 per unit.
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Given, as I am solving this one by one.
Bulb,
=> 60 W = 60/100 Kw = 0.6 Kw
=> Power of Bulb = Energy/Time
=> P = (0.6/8) Kwh
=> P = 0.075 Kwh
=> P = 10 x 0.075 = 0.75 Kwh
Fan,
=> 60 W = 0.6 Kw
=> Power of Fan = Energy/Time
=> P = (0.6/8) Kwh
=> P = 0.075 Kwh
=> P = 4 x 0.075 Kwh = 0.3 Kwh
ACs,
=> Power = Energy/Time
=> P = (2/8) Kwh
=> P = 0.25 Kwh
=> P = 3 x 0.25 = 0.75 Kwh
1). Total Power = (0.75 + 0.3 + 0.75) Kwh = 1.8 Kwh
2). Total Power in 30 days = ( 30 x 1.8) Unit
=> Total Power = 54 unit
3). Total Electrical Energy = 54 unit
4). Total Cost = Rs ( 4 x 54)
=> Total Cost = Rs 216
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Bulb,
=> 60 W = 60/100 Kw = 0.6 Kw
=> Power of Bulb = Energy/Time
=> P = (0.6/8) Kwh
=> P = 0.075 Kwh
=> P = 10 x 0.075 = 0.75 Kwh
Fan,
=> 60 W = 0.6 Kw
=> Power of Fan = Energy/Time
=> P = (0.6/8) Kwh
=> P = 0.075 Kwh
=> P = 4 x 0.075 Kwh = 0.3 Kwh
ACs,
=> Power = Energy/Time
=> P = (2/8) Kwh
=> P = 0.25 Kwh
=> P = 3 x 0.25 = 0.75 Kwh
1). Total Power = (0.75 + 0.3 + 0.75) Kwh = 1.8 Kwh
2). Total Power in 30 days = ( 30 x 1.8) Unit
=> Total Power = 54 unit
3). Total Electrical Energy = 54 unit
4). Total Cost = Rs ( 4 x 54)
=> Total Cost = Rs 216
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