The discussion clarifies how a wattmeter configuration measures reactive power by responding to the current that is in phase with the voltage. When the power factor is 1.00, the current vector remains at 90 degrees to the voltage vector, but as the power factor decreases, the current vector rotates, affecting the wattmeter's response. The equations presented illustrate the relationship between voltage, current, and power factor in calculating reactive power (VAr) in a three-phase system. A key takeaway is that multiplying the wattmeter reading by √3 is necessary to obtain the three-phase reactive power. This understanding is essential for practical applications in the electrical power industry.