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3 years ago

The following question has two parts. Answer Part A first, and then Part B.

English

1 answer:

arlik [135]3 years ago

5 0

Answer:

explanation it should be a Woking explanation

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What is Wiesel's definition of indifference and why does he say it is "seductive"?

ra1l [238]

Wiesel in his speech the Perils of Indifference defines indifference as "not caring" and this is seductive in the way that it is easier to look the other way than to actually care and help the victims. Being involved in other people's pain and suffering is troublesome for many and that it is why the indifference is so seductive and dangerous. With it the others become and abstraction.
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3 years ago

Select the correct text in the passage. A subject is the topic of a literary work, while a theme is the author’s statement or pe

drek231 [11]

Uh wich senteces?
pls let me know

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3 years ago

If you are correct you get a brainless

drek231 [11]

Explanation:

I think the answer is the second one, "In the past, only Russian women could enroll in space programs."

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3 years ago

3 and 4 just complete sentence

Nookie1986 [14]

Answer:

3) It needs a subject. "I wend to the park before it got dark outside."

4) It needs a predicate. "David and his twin sister Avital went outside."

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3 years ago

Given the system of linear equations. Choose all of the options that could be used to solve the system using addition

myrzilka [38]

<h2>Hello!</h2>

The answer is:

The only operations that could be used to solve the system using addition are the first and the third operation.

To solve the problem, we need to check and discard each of the given option to see if the operations works to solve the system using addition, so, trying the given options.

The system of equation is:

$x+y=7\\12x+y=5$

We can see that the only way to solve the system using addition, is multiplying the first or the second equation by -1, so, we can eliminate the variable "y", let's prove that:

- First operation: Multiplying<u> the first equation</u> by -1 and add the equations together,

$x+y=7\\12x+y=5$

$x*(-1)+y*(-1)=7*(-1)\\12x+y=5$

$-x+-y=-7\\12x+y=5$

Adding the equations, we have:

$12x-x+y-y=5-7$

$11x+=5-7$

$11x+=-2$

$x=-\frac{2}{11}$

We can see that we can solve the problem using the first operation the operation.

- Third operation: Multiplying <u>the second equation</u> by -1 and add the equations together,

$x+y=7\\12x+y=5$

$x+y=7\\12x*(-1)+y*(-1)=5*(-1)$

$x+y=7\\-12x+-y=-5$

Adding the equations we have:

$-12x+x+y-y=-5+7$

$-11x=2$

$x=-\frac{2}{11}$

We can see that we can solve the problem using the third operation.

Also, we can see that in both equations the variable "y" has the same coefficient, the only operations that could work to solve the system using addition are the first and the third operation.

Have a nice day!

8 0

3 years ago