How does the ending of Cheever's "The Enormous Radio" subscribe to the style of the Fantasy fiction genre?

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Fantasy is often characterized by a
departure from the accepted rules by which individuals perceive the world around them;
it represents that which is impossible (unexplained) and outside the parameters of our
known, reality .... ( href="http://www.findmeanauthor.com/fantasy_fiction_genre.htm">Steve
Bennett)

The
resolution of "The Enormous Radio" is intentionally ambiguous [ambiguous: open to or
having several possible meanings or interpretations (Dictionary.com)]. It may be that
Irene has had a breakdown and is paranoid. It may be that the detrimental effect of
intrusive troubled lives upon tranquil ones is paralyzing. It may reveal that under the
surface, well ordered lives, like Irene and Jim's, are silently turbulent and, inwardly,
like their neighbors in turmoil.

Identifying the climax, falling
action, and resolution, which is also a surprise ending, may help sort out why this
ending is in keeping with the structure of the fantasy genre, defined above. The
climax--the moment when the conflict is resolved and the direction of the outcome is
fixed--occurs when Jim says to Irene: "I’ll have that da---d radio fixed or taken away
tomorrow." This is when the conflict is essentially over. Falling action follows until
the surprise ending. For example, it's falling action when Jim says, ":Is everything all
right?" during the broadcasting of a Spanish suite.

This is also part
of the manifold irony of the story because the rest of the evening proves everything is
not all right as he begins to criticize Irene's behavior: "I don’t like to see all my
energies, all my youth, wasted in fur coats and radios and slipcovers and- ...." Then
comes the surprise ending. Irene says, "Please Jim. ... Please. They'll hear us." Irene
has stepped over to the other side of expectation. She has departed from the accepted
rules of perception and behavior: She believes that now their lives are broadcast over
the radio to other homes. This is how the ending subscribes to the style of fantasy
fiction.

Why can copper sulfate dissolve in water easily?

Copper Sulfate can dissolve in water because water is a
polar solvent. A polar solvent is one where the molecules that make up the solvent have
a charge that is unequally distributed in the molecule. In the case of water the oxygen
atoms have a partial negative charge and the hydrogen atoms have a partial positive
charge.

Copper sulfate is ionic in nature. When it is
dropped in water the copper sulfate dissociates into positively charged copper ions and
negatively charges sulfate ions.

The polarity of water
leads to the positive copper ions being attracted to the oxygen atoms of water with a
partial negative charge and the sulfate ions being attracted to the hydrogen atoms of
water that have a partial positive charge.

Water being a
polar solvent can easily dissolve ionic salts like copper
sulfate.

Why is the Petrov Affair considered an important event in Australia's repsonse to the threat of communism?

The Petrov Affair, which happened in 1954, was important
because it led to the breaking of diplomatic relations between the Soviet Union and
Australia and because it moved Australia much more firmly towards
anti-communism.

Before the Petrov Affair, there was
controversy within Australia as to how to respond to communism.  Robert Menzies, then
the Prime Minister, had tried to outlaw the Communist Party but had been overruled by
the High Court and had lost in a referendum on the issue.  This vote was extremely
close, showing that there was a great deal of public sentiment on each side of the
issue.

When the Petrov Affair happened, the dynamic changed
and Australia became much more anti-communist for some years to come.  This is seen most
clearly in the fact that diplomatic relations between the two countries were severed and
were not restored at all for five years.

What is the equation of median of BC if A(2,2) and the equations of medians of AC and AB are 2x+y-2=0, x-y+2=0?

The median that is running from the vertex A is
intercepting the other two medians. The intercepting point is the centroid of the
triangle ABC.

To write the equation of the median, we need
at least two points. Since we know the coordinates of the vertex A, we'll determine the
coordinates of the centroid. For this reason, we'll solve the system of equations of the
medians that are running from B and C vertices.

2x + y = 2
(1)

x - y = -2 (2)

We'll solve
this system using eliminationmethod. We'll add (1)+(2):

3x
= 0 => x = 0

0 - y = -2 => y =
2

Now, we'll write the equation of the median that is
running from A and passes through the centroid whose coordinates are
G(0,2):

(xG- xA)/(x - xA) =
(yG-yA)/(y-yA)

(0-2)/(x-2) = (2-2)/(y -
2)

We'll cross multiply and we'll
get:

0*(x-2) =
-2*(y-2)

-2*(y-2) = 0

y - 2 =
0

y = 2

The
requested equation of the median that is running from vertex A is y =
2.

Find antiderivative of the function given by ln(x+1)/(x+1)?

We have to find the anti derivative of [ln(x + 1)]/(x +
1)

The derivative of ln(x + 1) = 1/(x +
1)

Let ln(x + 1) = y

dy/dx =
1/(x + 1)

dy = dx/(x + 1)

Int
[ [ln(x + 1)]/(x + 1) dx]

use ln(x+1) = y and substitute as
shown earlier

=> Int [ y
dy]

=> y^2 / 2 +
C

Substitute y = ln (x +
1)

=> [ln( x + 1)]^2 / 2 +
C

The anti derivative of [ln(x + 1)]/(x + 1)
= [ln( x + 1)]^2 / 2 + C

I have to write a comparative essay on the destructive nature of war on The Hurt Locker (2008 Movie) and Three Day Road.

It's not the easiest of comparisons to write, but it is
not the most difficult.  In my estimation, the impacts of war is where I think that the
greatest comparison can be seen in both the book and the film.  Essentially, you would
be assessing how both depict the horrors of war and how this impacts both sets of
characters.  In Boyden's book, there is a desire to reclaim out of hope and redemption
those who have to face the horrors of war.  Elijah's war experience hollows him, making
him almost unreachable upon his return.  In the film, James' maverick and cavalier
attitude is what distinguishes him on the battlefield, but also make him nearly
unreachable at home.  He cannot make the transition between deactivating roadside bombs
in Iraq and grocery shopping at home.  James has to end up going back to "what he
loves," and this is where he has to be seen as incapable of redemption.  I think that
comparing and contrasting how the war impacts soldiers and their loved ones could be a
good starting point on examining the dehumanizing effects of conflict, as well as the
basic premise of how soldiers adjust and deal with their lives both in war and outside
of it.

What is the solution of the equation (3/5)^6(x+1)-(27/125)^(x-3)=0?

For the given expression to become an equation, you'll
have to write:

(3/5)^6(x+1)-(27/125)^(x-3) =
0

We notice that 27/125 =
(3/5)^3

Writing 27/125 as (3/5)^3, we'll create matching
bases.

The equation will
become:

(3/5)^6(x+1)-(3/5)^3(x-3) =
0

We'll shift (3/5)^3(x-3) to the
right:

(3/5)^6(x+1) =
(3/5)^3(x-3)

Since the bases are matching, we'll apply one
to one rule of exponentials:

6(x+1) =
3(x-3)

We'll divide by
3:

2(x+1) = x - 3

We'll remove
the brackets:

2x + 2 = x -
3

We'll isolate x to the left
side:

2x - x = -2 - 3

x =
-5

The solution of the equation is x =
-5.