current (A) Resistance (Ω) Voltage drop (V) 24cm 1 17.8 0.238 22cm 1 17.8 0.217 20cm 1 17.8 0.199 18cm 1 17.8 0.178 16cm 1 17.8 0.158 14cm 1 17.8 0.140 12cm 1 17.8 0.118 10cm 1 17.8 0.100 8cm 1 17.8 0.080 6cm 1 17.8 0.059 4cm 1 17.8 0.040 According to Ohm's law and the data above, the measured voltage V will be proportional to the length of the wire L with a slope b such that V= bL b=Iρ/(πD^2/4) ρ=b(πD^2/4)/ I Use Desmos to plot a graph of  V  versus the values of  L .    Is V linearly dependent on the length  L?  Find the best fit to the slope b and then calculate the resistivity of stainless steel. From this slope, what is the resistivity of stainless steel?

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Maximum power transfer theorem

A resistive load will consume maximum power from a network when the load resistance is equal to the resistance of the network as viewed from the open-circuit terminals, with all energy sources removed leaving only the internal resistances. Physicist Moritz von Jacobi introduced the maximum power transfer theorem in 1940. Therefore, this theorem is also known as Jacobi's law.