If the Resistance of conducting wire P is four times the resistance of conducting wire Q then the ratio of cross sectional areas of wire is what
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Hey dear,
● Answer -
Ap : Aq = 1 : 4
● Explaination -
# Given -
Rp = 4Rq
# Solution -
You didn't say anything about length of wires so I'll assume both wires are made of same material and have same length.
Resistance of wire P,
Rp = ρl / Ap
Resistance of wire Q,
Rq = ρl / Aq
Taking ratio,
Rp/Rq = (ρl/Ap) / (ρl/Aq)
4 = Aq / Ap
Aq / Aq = 1/4
Therefore, ratio of cross sectional areas is 1:4.
Hope this helps...
● Answer -
Ap : Aq = 1 : 4
● Explaination -
# Given -
Rp = 4Rq
# Solution -
You didn't say anything about length of wires so I'll assume both wires are made of same material and have same length.
Resistance of wire P,
Rp = ρl / Ap
Resistance of wire Q,
Rq = ρl / Aq
Taking ratio,
Rp/Rq = (ρl/Ap) / (ρl/Aq)
4 = Aq / Ap
Aq / Aq = 1/4
Therefore, ratio of cross sectional areas is 1:4.
Hope this helps...
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