If the farmer doesn't install a fence, then the value is $5000, if the farmer installs a fence, then net benefit = $90000-$30000= $60000. Therefore, he definitely gets to install a fence all in all and from this it can be mentioned that the farmers will install and earn profit of $60,000
Therefore (A) is the answer to the question
Cattle Rancher Farmer Fence | 20,000 90,000 No Fence 60,000 5,000 A cattle rancher and a farmer own adjacent fields...
1. Prof. Ronald Coase's seminal 1960 paper asks us to imagine the following scenario. A farmer and a cattle rancher are operating on neighboring properties. Inevitably, some of the rancher's cattle manage to stray onto the farmer's plot, damaging the crops and rendering them worthless. Now, consider the following numerical example: Suppose the cost to build a fence between the two properties that is strong enough to keep the cattle penned in is $10,000. The cattle rancher earns a profit...
Problem 2: The Problem of Social Cost. A Rancher and Farmer live side-by-side to each other. The property separation at this point in time is nothing more than an imaginary line. As a result, the Rancher’s cattle may eat the Farmer’s corn resulting in a societal loss of $100. The loss could be mitigated by installing a fence around the Farmer’s land for US$50.00 or, alternatively, around the Rancher’s land US$75.00. 1.Identify the optimal solution when three are no Transaction...