Two electric bulbs have resistances in the ratio 1 : 2. If they are joined in series, the
energy consumed in these are in the ratio _________.
i) 1 : 2
ii) 2 : 1
iii) 4 : 1
iv) 1 : 1
Answers
Answered by
76
Hey mate
Let the voltage be V across both the bulbs.And resistance of first bulb is R; hence resistance of second bulb is 2R.
So if we find the ratio of powers we have
V^2/R : V^2/2R
= 1 : 1/2
= 2 : 1
the correct option is option( ii)
Hope it helps to you.
Let the voltage be V across both the bulbs.And resistance of first bulb is R; hence resistance of second bulb is 2R.
So if we find the ratio of powers we have
V^2/R : V^2/2R
= 1 : 1/2
= 2 : 1
the correct option is option( ii)
Hope it helps to you.
Answered by
110
Dear Student,
◆ Answer -
(i) 1 : 2
● Explanation -
In series combination of bulbs, equal current is passing through both bulbs.
Energy consumed by the bulb in time t is given by -
E = I²Rt
For two bulbs in series,
E1/E2 = I²R1t / I²R2t
E1/E2 = R1/R2
Substitute R1/R2 = 1/2,
E1/E2 = 1/2
Therefore, the
energy consumed by the bulbs is in the ratio 1 : 2.
Thanks dear. Hope this helps you...
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