The statement that describes ethical behavior in the U.S. is C. We can find common moral values that many Americans uphold, including respect for human life, self-control, honesty, integrity, and courage.
<h3>What is
ethical behavior?</h3>
ethical behavior serves as the norms as well as the good morals that can be associated to a particular organization or a country.
In this case, ethical behavior in the U.S. is that there are common moral values that many Americans uphold, including respect for human life.
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CHECK THE COMLETE QUESTION BELOW:
Which of the following statements describes ethical behavior in the U.S.?
A. Due to the diverse cultures that make up the U.S. it is difficult to identify common standards of ethical behavior.
B. The only common standards of ethical behavior in the U.S. are reflected in religious teachings.
C. We can find common moral values that many Americans uphold, including respect for human life, self-control, honesty, integrity, and courage.
D. Americans will generally describe the golden rule as the only statement of value that they uphold.
Answer : the other animals realizes that squealer and napoleon
Explanation:
The ranking of the mixtures according to the level of transparency is; solutions > colloids > suspensions.
<h3>What is a mixture?</h3>
A mixture is composed of more than one substance. The mixture could be homogenous or heterogenous. We know that the level of transparency of a mixture depends on its components.
Now the ranking of the mixtures according to the level of transparency is; solutions > colloids > suspensions.
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Missing parts;
Rank these types of mixtures according to how transparent they tend to be: colloids, solutions, suspensions? Most transparent to most opaque
Odd. Hence +1
r
+
1
is even, and one of
p
and
q
must be 2
2
. We may assume that =2
p
=
2
. Then we get 2=+1
2
q
=
r
+
1
and
8+22=2+1=(+1)(−1)+2=2(2−2)+2,
8
+
2
q
2
=
r
2
+
1
=
(
r
+
1
)
(
r
−
1
)
+
2
=
2
q
(
2
q
−
2
)
+
2
,
implying 22−4−6=0
2
q
2
−
4
q
−
6
=
0
or (−3)(+1)=0
(
q
−
3
)
(
q
+
1
)
=
0
. This has =3
q
=
3
as only prime solution, hence =3
q
=
3
and =2−1=5
r
=
2
q
−
1
=
5
.
In conclusion, there are two solutions: (,,)=(2,3,5)
(
p
,
q
,
r
)
=
(
2
,
3
,
5
)
and (,,)=(3,2,5)
(
p
,
q
,
r
)
=
(
3
,
2
,
5
)
.
