question attached

When there are 71. total cows, the production per cow was 10 n / 2 (gallons per day) The daily milk production for a farmer with c cows is c x (10 91/2) (gallons per day) In the game between the farmers, each farmer may choose (Add a Cow) or (Don't Add a Cow). Which statement describes the situation when each farmer starts with S cows? 0 For each farmer, (Add a Cow) is a strictly dominant strategy. The only Nash equilibrium is (Add a Cow, Add a Cow) 0 Neither farmer has a strictly dominant strategy. There are two Nash equilibria: (Add a Cow, Don't Add a Cow) and (Don't Add a Cow, Add a Cow). O For each farmer, (Don't Add a Cow) is a strictly dominant strategy. The only Nash equilibrium is (Don't Add a Cow, Don't Add a Cow). O For each farmer, (Add a Cow) is a strictly dominant strategy. There are two Nash equilibria (Add a Cow, Add a Cow) and (Don't Add a Cow, Don't Add a Cow) O Neither farmer has a strictly dominant strategy. The only Nash equilibrium is (Add a Cow, Add a Cow)