Secondary load current reflects back to an exact primary current. Exact arithmetic here means exact results for the stated model inputs; measured inputs still carry uncertainty and significant-figure limits.

highlighted = computed this step

A step-down load current reflects back to the primary

The secondary load sets secondary current first. The transformer then maps that power to primary current.

Ps=VsIs;Ip,load=PsVpP_s=V_sI_s\quad;\quad I_{p,\text{load}}={P_s\over V_p}
Step-down current setupThe load current is reflected through the same transformer.Np 6Ns 3Vp 18 VVs 9 VIp 3/2 AIs 3 APp 27 WPs 27 WRload 3 ohmRref 12 ohmVp 18 VVs 9 VIp(load) 3/2 AIs 3 APp 27 WPs 27 Wclaim loaded reflected current

Lower secondary resistance raises primary load current

The transformer is fixed. The secondary resistance rows change load current and power.

RsIsIp,loadP9 ohm1 A12 A9 W6 ohm32 A34 A272 W3 ohm3 A32 A27 W\begin{array}{c|c|c|c}R_s&I_s&I_{p,\text{load}}&P\\9\ \text{ohm}&1\ \text{A}&\tfrac{1}{2}\ \text{A}&9\ \text{W}\\6\ \text{ohm}&\tfrac{3}{2}\ \text{A}&\tfrac{3}{4}\ \text{A}&\tfrac{27}{2}\ \text{W}\\3\ \text{ohm}&3\ \text{A}&\tfrac{3}{2}\ \text{A}&27\ \text{W}\\\end{array}

A low secondary load sets an exact primary load current

The fractional primary current is pinned as an exact rational value.

3 A32 AP=27 W3\ \text{A}\rightarrow\tfrac{3}{2}\ \text{A}\quad P=27\ \text{W}
Step-down load currentThe load current is reflected through the same transformer.Np 6Ns 3Vp 18 VVs 9 VIp 3/2 AIs 3 APp 27 WPs 27 WRload 3 ohmRref 12 ohmVp 18 VVs 9 VIp(load) 3/2 AIs 3 APp 27 WPs 27 Wclaim loaded reflected current