This page holds a finished PHIL-347N Week 6 inductive reasoning exercise, judging an argument that makes its conclusion likely rather than certain, and saying how likely. Searches like "phil 347n week 6 assignment example", "phil347n week 6 sample" and "phil-347n week 6 example" land here.
What a finished PHIL-347N Week 6 inductive reasoning exercise looks like
The finished piece opens by classifying the step, and that single sentence shapes everything after it. A generalization moves from some to all or most. An argument from analogy moves from one case to a similar one. A causal reading moves from things happening together to one producing the other. An inference to the best explanation moves from a set of facts to the story that accounts for them. Each of those is weighed differently, and the example makes the weighing visible: for a generalization, how the instances were gathered and whether anything about the gathering would skew them; for an analogy, the respects in which the two cases match and the one respect that matters most and may not. The verdict comes in degrees.
How a PHIL-347N Week 6 example is structured
Whether the passage is supplied or chosen varies, and a chosen one has to be an argument from evidence rather than a claim with statistics decorating it. The document opens with the conclusion and the support restated compactly. Classification follows, with a sentence defending the classification, since an argument read as a generalization when it is really an analogy will be judged against the wrong standard from there on. The weighing comes next and takes the most space: what the support would need to look like for the conclusion to be warranted, then what it does look like, then the gap between those two. A search for the counter-instance follows, because an inductive case is only as good as the contrary evidence somebody went looking for. The closing paragraph states a degree of confidence and names what would raise it.
Which kind of step is this
Generalization, analogy, causal reading or best explanation, named and defended in a sentence, because each one answers to a different standard of support.
How the instances were gathered
For a generalization, where the cases came from and whether the way they arrived makes the group they came from unrepresentative of the group in the conclusion.
The respect that has to match
For an analogy, the similarity the argument depends on rather than the similarities it lists, and whether the two cases share that one.
Looking for the counter-instance
A paragraph reporting what would have shown up if the conclusion were wrong, and whether anybody checked. An unexamined case is not the same as no case.
A verdict with a degree in it
The closing judgment written with the strength said out loud: well supported, weakly supported, or supported for a narrower conclusion than the one on the page.
Where marks go in PHIL-347N Week 6
Top of the list is the conclusion stated harder than the support allows, usually by a single word: will instead of may, causes instead of is associated with, everybody instead of the group that was actually looked at. That one word is where the row is won or lost. After it comes the exercise that lists the evidence and never weighs any of it, producing a summary where a judgment was wanted. Skipping the counter-instance is next, since an argument nobody tried to break has not been tested. Reading a classification off the topic rather than off the step misdirects the whole page. And applying valid or invalid to an argument of this kind announces that the two families have been confused.
Get a PHIL-347N Week 6 example written to your instructions
Send the argument your week assigns and the instruction sheet, and a worked example comes back inside 24-48h, first one free. If your section names the inductive types it wants used, include that page too, since textbooks divide them differently and the example should use your course's divisions.
PHIL-347N Week 6 questions, answered
If the conclusion turns out to be false, was the reasoning bad?
Not necessarily, and saying why earns marks. An argument of this kind never promised its conclusion, only made it likely on what was available, so a strong case can lose to an unlucky world. The judgment is about the relation between the support and the claim at the time it was made, not about what happened afterwards.
How many cases are enough?
There is no number, and an example that supplies one is selling you something. What the week wants is a reason: enough cases drawn widely enough that the ways they could have been unrepresentative have been considered and named. Two cases can support a narrow conclusion and two hundred can fail to support a broad one.
Does this week need statistics?
Rarely. The exercise is about the move from evidence to claim, not about computing anything, and examples that fill with arithmetic usually lose the step they were meant to judge. Where a passage carries figures, the sample reports what they were measured on and whether they cover the group the conclusion talks about, which is reading rather than calculating.