Being the calorie counter that you are, you’ve got to realize that if you eat an acre of low-yield medium corn and an acre of low-yield medium potatoes, then you are going to be eating a different net yield of calories.
Actually wrong…
Calories a unit of energy measurement ] remain the same - That is why we can use it.
What you are trying to say is that different crops produce different calorie yields.
This is true:
BUT what happens? My crop of potatoes becomes more valuable.
We are not discussing values - but units of energy.
To save from getting into this argument trap, I used numbers for a low-medium calorie yield.
And, think of those tropical places where you can get three or four crops a year as I have been told when my numbers were in question.
It is a variable to consider - However, my 2,300,000 calorie units was a single crop.
Let say that my mixed vegetable garden which produces enough corn to run my hand tiller is not only varied enough to give me the nutritional requirements that I need, but surprisingly comes up with the very calorie count of a textbook case of a low-medium calorie acre. And that acre can produce enough net calorie gain to feed 2.5 people on an acre. Then if global land area divided by population is 5.3 acres per person and 11.61% (=10.57% arable + 1.04% permanent crops) is amount of land usable for growing crops (assuming those rascally UNFPA people didn’t fudge the CIA World FactBook numbers), then a person can only farm about 3/5ths an acre.
That means you really can only feed 1.5 persons (=3/5 * 2.5 persons).
Actually wrong…
Can you see where your maths are mistaken, in this above example?
Hint: You’ve tried to reduce the land mass to support your less calorie per acre figures. No matter how you divide the land mass - you don’t reduce the calorie yield of 1 acre. It has no effect. An acre of land still supports 2.5 people needs of calorie energy units.
AND BTW This would grow with professional farmer producers. They have a rate of 40% + more productivity in yields since 1968.
If the growth rate of population is 1% (1.14% for year 2000, I believe) then the population will double in 72 years and, then a baby born today will live to see his allotment of land halve when he/she is 72, producing enough food for only3/4 of a person. Of course, one could marry and get two allotments and feed 1.5 persons. Then that would certainly be self-adjusting as we might have to round down to 1 person and no offspring for the foreseeable future.
This assumes your above maths was correct - it isn’t.
It also assumes every individual farming their allotment of land as a single unit -
It also assumes everyone lives without death. could you provide an example of this? ]
Of course, being a city person I could solve the problem by planting high-yield jelly beans with high-high yield calories, in multi-colors so that when I look at my dinner plate and see all the color, I know I’m getting a balanced meal. I’m sure that would feed more persons per allotment of land.
I suspect this has been your argument all along…BUT it has been answered twice. 1 Joining co-ops 2 Free enterprise allows you to pile your plate in ways you wish. Contrary to belief, Farmers that produce, don’t eat their field corn.
