Solution
Maximum absolute error
ΔR=ΔR1+ΔR2\Delta R=\Delta R_1+\Delta R_2ΔR=ΔR1+ΔR2
ΔR=3+4=7Ω\Delta R=3+4=7 \OmegaΔR=3+4=7Ω
Relative error
ΔRR=ΔR1R1+ΔR2R2\frac{\Delta R}{R}=\frac{\Delta R_1} {R_1} +\frac{\Delta R_2} {R_2}RΔR=R1ΔR1+R2ΔR2
ΔRR=3100+4200=0.07\frac{\Delta R}{R}=\frac{3} {100} +\frac{4} { 200}=0.07RΔR=1003+2004=0.07
Percentage error
ΔRR×100=(ΔR1R1+ΔR2R2)×100\frac{\Delta R}{R}\times 100=(\frac{\Delta R_1} {R_1} +\frac{\Delta R_2} {R_2}) \times100RΔR×100=(R1ΔR1+R2ΔR2)×100
Percentage error =7%7\%7%
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