1. The problem statement, all variables and given/known data A piece of Nichrome wire has a radius of 8.6 x 10^-3 m. It is used in a laboratory to make a heater that dissipates 575 W of power when connected to a voltage source of 120 V. Ignoring the effect of temperature on resistance, estimate the necessary length of wire. Nichrome wire had resistivity of 100x10^-8 2. Relevant equations p=resistivity P=power L=length of wire A=cross sectional area of wire I=Current V=Voltage R=pL/A R=V/I P=IV 3. The attempt at a solution I first solved for current, since i'd need to plug resistance into the first equation to make L the only unknown. So P/V=I gives I=4.792 Amperes. Then I needed to take the radius of the wire and make it into cross sectional area, so A=(pi)r^2.......A=.000232 m^2. Now to solve the first equation for L.....L=pV/IA. L=(100x10^-8 ohm-m)(120 V)/(4.792 A)(.000232 m^2) now, i know i'm getting the wrong answer of .1079 m. can anyone tell me what i'm doing wrong?