According to utilitarianism, there is no essential connection between the morality of an action and the morality of the intentions behind it. Describe the utilitarian approach to evaluating actions and intentions, and explain why utilitarians are committed to seeing the two as disconnected. Do you find this feature of utilitarianism to be plausible? Why or why not?
Blog
Being a member of the moral community means that you are
Being a member of the moral community means that you are
In what ways does ethical egoism require actions that seem t…
In what ways does ethical egoism require actions that seem to be paradigmatic cases of immorality? How serious of a problem is this for the theory? What should the egoist say in response?
If ethical egoism is true, then I should regard the interest…
If ethical egoism is true, then I should regard the interests of others as having
According to libertarianism, all of our duties derive from
According to libertarianism, all of our duties derive from
The length of the Longest Increasing Subsequence is always t…
The length of the Longest Increasing Subsequence is always the value of the last entry of the table.
In class we described a method, known as chain matrix multip…
In class we described a method, known as chain matrix multiplication (CMM), which determines the fastest way to multiply
While implementing Fast Select, you notice that your pivot p…
While implementing Fast Select, you notice that your pivot p satisfies
Head TA Aja runs the CMM algorithm from the lectures on an i…
Head TA Aja runs the CMM algorithm from the lectures on an input with four matrices. Her input is [2, 2, 2, 3, 4]. She produced the following table: 0 8 20 T[1,4] 0 12 T[2,4] T[3,3] 24 0 Please answer questions 8-10
Raquel is going on a really long trip, and will need many to…
Raquel is going on a really long trip, and will need many toys to be entertained. Prof. Brito allows her to use two bags, with capacities respectively. Design a Dynamic Programming algorithm for Raquel such that: given an array W and L for toys numbered , where W[i] is the weight of toy i, and L[i] is the liking coefficient for each toy (the higher L[i], the more she likes toy i), your algorithm outputs the maximum sum of the L values of both bags. For now, Raquel only has 1 of each toy. Example: W=[8, 11, 9, 4], L=[2, 5, 1, 3], , your algorithm should return 8=5+3 as a result of placing toy 2 in the second bag, and toy 4 in the first bag. Note that you can fill the second bag with toys 1 and 4, and place toy 3 in the first bag, but the sum of the L values in this case is 2+3+1=6