Question: Suppose the Tang and Wilson must split a fixed 400 pounds of food between them. Tangs utility function is UT = sqrt (F1), and Wilsons

Suppose the Tang and Wilson must split a fixed 400 pounds of food between them. Tangs utility function is UT = sqrt (F1), and Wilsons utility function is UW = sqrt (F2), where F1 and F2 are bounds of food to Tang and Wilson, respectfully. b) If the social welfare function is (SW) = UT + UW, then what distribution of food between Tang and Wilson maximizes social welfare? Can you please provide simple step-by-step explanation as to how each formula and numbers are found

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