Given a system voltage of 13,200 with a balanced current load of 30 amps and a power factor of 85%, what is the Kva power load?

To determine the Kva power load given the system voltage, balanced current load, and power factor, you can use the formula:

[ \text{Kva} = \frac{V \times I}{1000} ]

where V is the voltage in volts and I is the current in amperes.

In this case, the system voltage is 13,200 volts and the balanced current load is 30 amps. First, plug in those numbers into the formula.

Calculating the apparent power (in Kva):

[ \text{Kva} = \frac{13,200 \times 30}{1000} ]

[ \text{Kva} = \frac{396,000}{1000} ]

[ \text{Kva} = 396 ]

Since this value represents the apparent power, and we want to find the real power considering the power factor, we multiply the apparent power by the power factor. The power factor provided is 85% (or 0.85 in decimal form):

[ \text{Kw} = 396 \times 0.85 ]

[ \text{Kw} = 336.6 ]

So, you are effectively calculating the