A simple energy calculation

From http://nextbigfuture.com/2015/04/elon-musk-battery-singularity-1000.html we read: "The US uses 4500 TWh of electrical power (and 10 times that amount when currently non-electric transportation and industrial power usage is counted.)". Presumably per year.
So assume a near future world with 10 billion people with average standard of living and energy use that of the current US, which has 1/3 billion people. Total energy is 4500*10*30 TWh/year, which to one significant figure is 1000000 TWh/year.
In http://withouthotair.blogspot.com.au/2014/08/shale-gas-in-perspective.html we see:

	Shale gas pad	Wind farm	Solar park
	(10 wells)	87 turbines, 174 MW capacity	1,520,000 panels, 380 MW capacity
Energy delivered over 25 years	9.5 TWh	9.5 TWh	9.5 TWh
	(chemical)	(electric)	(electric)
Number of tall things	1 drilling rig	87 turbines	None
Height	26 m	100 m	2.5 m
Land area occupied by hardware, foundations, or access roads	2 ha	36 ha	308 ha
Land area of the whole facility	2 ha	1450 ha	924 ha
Area from which the facility can be seen	77 ha	5200-17,000 ha	924 ha
Truck movements	2900-20,000	7800	3800 (or 7600*)

So these facilities deliver 9.5/25 TWh/year. About 0.4. So we'll need 2.5 million of them. So if we take the "land area of the whole facility" to be 1000ha for wind or solar we get 2.5 billion hectares total.

Now according to google the world land area is 15 billion hectares. So no problem, right?