I need your help with the 5 questions below. I would normally be able to answer this but I am currently taking care of 5 family members who are all positive with Covid. Please help!! Thank you.
Consider the following paragraph from Facebook on the following page of their Site https://www.facebook.com/help/356107851084108/?helpref=uf_permalink
“When(ever) you choose to delete something you shared on Facebook, we remove it from the site. Some of this information is permanently deleted from our servers; however, some things can only be deleted when you permanently delete your account”
Let’s add the following PREMISE to the paragraph above.
“I deleted a post I shared on Facebook.”
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QUESTION 1: What can one deduce from the information in the above paragraph and this premise?
_____________
Now, let’s now add another PREMISE:
“I permanently deleted my Facebook account.”.
QUESTION 2: What can we deduce with this additional premise? What can we not deduce?
QUESTION 3: Does the information provided by Facebook logically imply that all your information is deleted from Facebook servers when you permanently delete your Facebook account? Explain your answer.
_____________
Consider the following argument:
Argument 1: When I deleted my account from Facebook, the next day I got an e-mail from Facebook asking me to return to Facebook. THEREFORE, when you delete your account you will get an e-mail from Facebook the next day asking you to return.
Argument 2: Every person I know who uses Facebook also uses Twitter. Therefore, everyone who uses Facebook uses Twitter.
QUESTION 4: Are the arguments above deductive or inductive? Why?
CHALLENGE QUESTION 5: Analyze the following argument and sub-arguments. Are these arguments and subarguments inductive or deductive? Why? (Could we make this argument clearly deductive with by rephrasing the premises?)
Consider the following argument (this is from Exercise 4 in the textbook):
“Albert and Caroline like to go for runs in the afternoon in Hyde Park.
Since Albert never runs alone, we know that any time Albert is
running, Caroline is running too. But since Albert looks like he has just
run (since he is panting hard), it follows that Caroline must have ran
too.”
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