Ellenállások (R)

Rs,Rp←R0..R4 R0 = R1 = ←R0,Rs R2 = R3 = R4 = ☺ ☺ ☺ Ro = Rs = \(R_o=R_s=R_0+\ \dots\ +R_{n-1}\) Rrp = Rp = \(R_{rp}=R_p=\dfrac{1}{\dfrac{1}{R_0}+\ \dots\ +\dfrac{1}{R_{n-1}}}\) Rh = \(R_h=\dfrac{n}{\dfrac{1}{R_0}+\ \dots\ +\dfrac{1}{R_{n-1}}}\) Rm = \(R_m=\sqrt[n]{R_0\cdot\ \dots\ \cdot R_{n-1}}\) Rsz = \(R_{sz}=\dfrac{R_0+\ \dots\ +R_{n-1}}{n}\) Rn = \(R_n=\sqrt{\dfrac{{R_0}^2+\ \dots\ +{R_{n-1}}^2}{n}}\) Gp = \(G_p=\dfrac{1}{R_p}\) Gs = \(G_s=\dfrac{1}{R_s}\)
R1←R0,Rs R0 = Rs = ←R0..Rn-1 ☺ R1 = \(R_1=R_s-R_0\)	R1←R0,Rp R0 = Rp = ←R0..Rn-1 ☺ R1 = \(R_1=\dfrac{1}{\dfrac{1}{R_p}-\dfrac{1}{R_0}}\)
R←N,R N = R = ☺ ☺ Rx = \(R_x=\dfrac{N-2}{N}\cdot R\) AP = \(A_p=\dfrac{1}{N-1}\)
Δ←* R0 = ←Δ R1 = ←Δ R2 = ←Δ ☺ R01 = \(R_{01}=\dfrac{R_0\cdot R_1}{R_2}+R_0+R_1\) R02 = \(R_{02}=\dfrac{R_0\cdot R_2}{R_1}+R_0+R_2\) R12 = \(R_{12}=\dfrac{R_1\cdot R_2}{R_0}+R_1+R_2\)	*←Δ R01 = ←* R02 = ←* R12 = ←* ☺ R0 = \(R_0=\dfrac{R_{01}\cdot R_{02}}{R_{01}+R_{02}+R_{12}}\) R1 = \(R_1=\dfrac{R_{01}\cdot R_{12}}{R_{01}+R_{02}+R_{12}}\) R2 = \(R_2=\dfrac{R_{02}\cdot R_{12}}{R_{01}+R_{02}+R_{12}}\)
G←R R = ←G ☺ G = \(G=\dfrac{1}{R}\)	R←G G = ← R ☺ R = \(R=\dfrac{1}{G}\)