A coil's turns each link the same changing flux, so the linkage change is turns times the per-turn flux change, and linkage change over time is the induced voltage. The 2 turns times 6 webers gives 12 webers, and 12 webers over 3 seconds gives 4 V exactly for the ideal uniform-flux model; real coils add core saturation, leakage flux, winding resistance, frequency dependence, heating, parasitics, and measurement uncertainty.

A coil turn count multiplies the flux-change ledger. Exact arithmetic here means exact results for the stated model inputs; measured inputs still carry uncertainty and significant-figure limits.

highlighted = computed this step

Turns multiply flux linkage

With 2 turns and flux change 6 webers per turn, linkage change is 12 webers.

Δλ=2×6=12 Wb\Delta\lambda=2\times6=12\ \mathrm{Wb}
Coil linkageTurns multiply the changing flux ledger.N=2Delta Phi=6 WbDelta lambda=12 WbV=4 V

Linkage change over time gives voltage

The linkage change 12 webers over 3 seconds gives 4 volts.

V=12/3=4 VV=12/3=4\ \mathrm{V}
Coil linkageTurns multiply the changing flux ledger.N=2Delta Phi=6 WbDelta lambda=12 WbV=4 V