Australia's electricity consumption in 2021 was approximately 265 TWh (terawatt-hours) per year. Napkin math works out to:
Annual energy production of one 2 MW reactor: 2 MW * 8760 hours/year = 17,520 MWh/year = 17.52 GWh/year.
Number of reactors required: 265,000 GWh/year / 17.52 GWh/year = ~15,130 reactors.
This is of course a silly computation for scaling a research grade molten salt reactor. 300+ MW reactors knocks things down to a few dozen.
Now, how about if we apply this same requirement to solar power? How many solar panels will we need to get the same power gain?
Total energy required: 265,000 GWh/year = 265,000,000 MWh/year = 265,000,000,000 kWh/year.
Number of panels needed: 265,000,000,000 kWh/year / 584 kWh/year per panel ≈ 453,767,123 panels.
I know Chinese panels are cheap and all, but the notion that Australia will maintain a network of 450M panels is silly, and this is just to replace what we have now, not what is needed in the future.