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Would a linear diminishing return do? production per farm = (1 - (0.05 *(f/10)) ) * production rate\$production\ per\ farm = (1 - (0.05 \frac{ f}{10}) ) * production\ rate\$.
This gives a total production (rate * # of farms) peak at f = 100.
Would a linear diminishing return do? production per farm = (1 - (0.05 *(f/10)) ) * production rate. This gives a total production (rate * # of farms) peak at f = 100.
Would a linear diminishing return do? \$production\ per\ farm = (1 - (0.05 \frac{ f}{10}) ) * production\ rate\$.
This gives a total production (rate * # of farms) peak at f = 100.
Would a linear diminishing return do? production per farm = (1 - (0.05 * (f/10)) ) * production rate. This gives a total production (rate * # of farms) peak at f = 100.