HW5, Problem 5 **Final Spoiler**
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HW5, Problem 5 **Final Spoiler**
I will probably not be logging back in until monday, so it you have questions regarding my equations text me.
V(R)=1/4πε ∫_l▒〖ρ_l/R dl〗 Equation 3.48c Page 81 (International Edition)
V(R)=ρ_l/4πε ∫_((-l)⁄2)^(l/2)▒〖1/√(b^2+z^2 ) dz〗
V(R)=ρ_l/4πε ln|z+√(z^2+b^2 )| ■(l⁄2@(-l)⁄2)
V(R)=ρ_l/4πε [ln|l/2+√((l/2)^2+b^2 )|-ln|-l/2+√((l/2)^2+b^2 )| ]
V(R)=ρ_l/4πε [ln|l+√(l^2+〖4b〗^2 )|-ln|-l+√(l^2+〖4b〗^2 )| ]
V(R)=ρ_l/4πε ln|(l+√(l^2+〖4b〗^2 ))/(-l+√(l^2+4b^2 ))|
V(R)=1/4πε ∫_l▒〖ρ_l/R dl〗 Equation 3.48c Page 81 (International Edition)
V(R)=ρ_l/4πε ∫_((-l)⁄2)^(l/2)▒〖1/√(b^2+z^2 ) dz〗
V(R)=ρ_l/4πε ln|z+√(z^2+b^2 )| ■(l⁄2@(-l)⁄2)
V(R)=ρ_l/4πε [ln|l/2+√((l/2)^2+b^2 )|-ln|-l/2+√((l/2)^2+b^2 )| ]
V(R)=ρ_l/4πε [ln|l+√(l^2+〖4b〗^2 )|-ln|-l+√(l^2+〖4b〗^2 )| ]
V(R)=ρ_l/4πε ln|(l+√(l^2+〖4b〗^2 ))/(-l+√(l^2+4b^2 ))|
Melissa- Posts : 11
Join date : 2011-11-01
Age : 45
Location : Euless
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