Let S = {a, b, c, d, e, f, g} be a collection of items with weight-benefit values as follows: a(3, 12), b(6, 12), c(6, 9), d(1, 5), e(2, 5), f(10, 10), g(3, 9). For example, item a weighs 3 lbs and is worth a total of $12. What is an optimal solution to the fractional knapsack problem for S assuming we have a knapsack that can hold a total of 11 lbs? Show your work.

Company has asked employees for suggestions on ways to personalize the retail customer's shopping experience. they want to supplement traditional appeals to the customer. you have come up with several ideas. select the idea or ideas you have decided to submit.c. designate two of the curtained areas in the women's dressing room for nursing mothers  d. tailor merchandise in each store to the preferences of customers in that geographical region

Idon’t know this one

The answer to your question is true. hope i . : )