If the increase in WPI is given by the function h(k) = (k-1)(k-3)(k-4)(k-6) +10, what could be the maximum discount margin that the wholesaler, without harming his bottom line, can provide to the retailer if the cost increase for him is given by g(k)=(1+k2), assuming that no other factors affect the situation and the wholesaler initially was earning exactly enough to meet the expenses?

If the increase in WPI is given by the function h(k) = (k-1)(k-3)(k-4)

1.	If the increase in WPI is given by the function h(k) = (k-1)(k-3)(k-4)(k-6) +10, what could be the maximum discount margin that the wholesaler, without harming his bottom line, can provide to the retailer if the cost increase for him is given by g(k)=(1+k2), assuming that no other factors affect the situation and the wholesaler initially was earning exactly enough to meet the expenses?
Answer» If the increase in WPI is given by the function h(k) = (k-1)(k-3)(k-4)(k-6) +10, what could be the maximum discount margin that the wholesaler, without harming his bottom line, can provide to the retailer if the cost increase for him is given by $g (k) = (1 + k^{2})$ , assuming that no other factors affect the situation and the wholesaler initially was earning exactly enough to meet the expenses?