Four bulbs, each of rating (100 W, 220 V) and
connected in parallel across a voltage supply of
220 V, are operated for five hours daily. If all the bulbs
are replaced by LEDs of rating (8 W, 220 V), how
many units of electrical energy will be saved every
month (30 days)?
(1) 55.2 units
(2) 60 units
(3) 4.8 units
(4) 32 units
Answers
Answered by
115
power=100 w
total hours in 30 days = 5*30=150 hrs
energy= power*time
power= 0.1 kw
0.1*150=15
power for four bulbs = 4*15= 60 kw
now
for led apply same method
power = 8 w
total hours in 30 days = 150
power = 0.008 k/w
energy = power *time
=0.008*150
=1.2
so power for four bulbs = 1.2*4=4.8
sow we have to find the energy save so p1-p2 = 60-4.8=55.2 ans
so option a is correct
total hours in 30 days = 5*30=150 hrs
energy= power*time
power= 0.1 kw
0.1*150=15
power for four bulbs = 4*15= 60 kw
now
for led apply same method
power = 8 w
total hours in 30 days = 150
power = 0.008 k/w
energy = power *time
=0.008*150
=1.2
so power for four bulbs = 1.2*4=4.8
sow we have to find the energy save so p1-p2 = 60-4.8=55.2 ans
so option a is correct
Answered by
3
Answer:
Explanation:
power=100 w
total hours in 30 days = 5*30=150 hrs
energy= power*time
power= 0.1 kw
0.1*150=15
power for four bulbs = 4*15= 60 kw
now
for led apply same method
power = 8 w
total hours in 30 days = 150
power = 0.008 k/w
energy = power *time
=0.008*150
=1.2
so power for four bulbs = 1.2*4=4.8
sow we have to find the energy save so p1-p2 = 60-4.8=55.2
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