2 wires are of same length, sam3 material have radii r1 and r2. compare their tesistances
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R =ρL/A
∵since L1 = L2 =L
A= πr²
A₁= π(R₁)²
A₂ =π(R₂)²
= ρ(L1/A1)×ρ(A2/L2)
=(A2/A1)
=(πR₂²)/(πR₁²)
= (R₂²)/(R₁²)
∵since L1 = L2 =L
A= πr²
A₁= π(R₁)²
A₂ =π(R₂)²
= ρ(L1/A1)×ρ(A2/L2)
=(A2/A1)
=(πR₂²)/(πR₁²)
= (R₂²)/(R₁²)
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