This is a rhetorical strategy that strengthens the singer's argument.
<h3>What is rhetorical strategy?</h3>
- Words or phrases are used strategically to promote meaning.
- Word or phrases used to persuade readers.
- Words or phrases are used to further the author's goals.
By using a hypothetical example, Singer increases understanding of his argument. This is because it allows the audience to see the argument applied in a situation where anyone could be involved.
This makes the argument more understandable and can persuade the reader more easily.
For this reason, we can say that this example strengthens Singer's argument.
More information about rhetorical resources at the link:
brainly.com/question/25170004
If you didn’t score high enough, you can retake the exams. But too many retakes might affect the chance of getting in the school you chose. Some things that can boost your admission to that school would be if you got a high GPA (Grade Point Average), recommendation letters from your teachers, or after school clubs that you have committed into doing. Most of these takes years to develop though.
Given:64 total studentsx = drama club studentsy = yearbook club students
x = y + 10y = 64 - x
y = 64 - xy = 64 - (y + 10)y = 64 - y - 10y + y = 64 - 102y = 542y/2 = 54/2y = 27
x = y + 10x = 27 + 10x = 37
To check:
x + y = 6437 + 27 = 6464 = 64
37 people in yearbook club
27 in drama
I don't know 1 but number 2 is quark
Answer:
Probability that it will rain on two consecutive days = 0.162
Explanation:
Assuming that the events are independent events.
The probability that it will rain on exactly two consecutive days between Friday and Sunday involves two outcomes:
1) either it does not rain on Sunday, but it rains on Friday and Saturday, or
2) it does not rain on Friday, and then it rains on Saturday and Sunday
The probability that it will rain on Friday and Saturday, but not on Sunday is
P(Fri)*P(Sat)*P(not Sun)
P(Fri) = 0.9, P(Sat) = 0.9; P(not Sun) = 1 - 0.9 = 0.1
Therefore, the probability = 0.9 * 0.9 * 0.1 = 0.081
Also, the probability that it will rain on Saturday and Sunday, but not on Friday is;
P(Sat)*P(Sun)*P(not Fri)
P(Sat) = 0.9; P(Sun) = 0.9; P(not Fri) = 1 - 0.9 = 0.1
Therefore, the probability = 0.9*0.9*0.1 = 0.081
Therfore, the probability that it will rain on exactly two consecutive days between Friday and Sunday = 0.081 + 0.081 = 0.162