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Answer:
C) It incorrectly assumes that popularity equates to moral correctness.
Explanation:
A fallacy is an argument that is not correct but that might persuade people to believe it by appearing to be a good reasoning. According to this, the reasoning is fallacious in this statement because it incorrectly assumes that popularity equates to moral correctness. This is the answer because the statement indicates that as the reality is popular, it is not corrosive and decadent and this is an invalid argument because if a program is popular, this doesn't mean that it is morally correct. However, this may be an argument that people might believe.
Answer:
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Explanation:
one day i had gone out to the woods next to my house alone,it was beautiful out there,i wandered out really far,after quite a long time i saw a a graveyard coverd with a lot of trees and plants,i walked forward to see it more,then suddenly i fell down an dstarted bleeding suddenly i started to hear weird sounds then after sometime an old man came out of nowhere and caught e by my arm and took me to a house in the middle of the woods and lesft me there
ADD SOME MORE PARAGRAPHS AND MAKE IT MORE INTRESTING
Answer:
look it up 2
Explanation:
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Answer:the formula to calculate average speed is :
average speed= total distance/elapsed time .
He drives 5 hours at 55 mph so we need to calculate first how far or the distance he has driven at the moment hence from the above formula d= rt ( r stand for speed and t stand for time while d stand for the distance)
d=rt
d= 55*5= 275 mph this is how far he has driven at the moment.
So to see how many miles left we subtract the miles he has covered to the total miles he has to cover ;
d =665-275= 390
He also want to cover this trip in 11 hours but he has already driven for 5 hours hence time= 11 - 5 = 6 hours left
So now we have d= 390 and t = 6
So now using the same formula we now need to find the average speed which is ' r' in the formula
d = rt
390=r*6
390/6=r
r = 65mph
hence he will have to drive 65 mph to complete his trip in 11 hours.
