Answer:
A.
Explanation:
The company that might hire Josh will be a large transportation company seeking an operation manager.
Josh has earned master's degree in business administration and supply chain management, so the skills that Josh now have includes cost management, know which product is demanded the most, ensuring on-time shipments, etc.
The savviness that a company looks in an oprations manager in transportation enterprise is cost management, ensuring shipments are out without delay, etc.
So, the skills required by a transportation company seeking an operation manager and skills acquired by Josh matches and thus, it will be the transportation company who might hire Josh.
Therefore, option A is correct.
<u>I believe this is right. Someone feel free to verify my work/methods. </u>
Answer:
W = 0.01315 cm
Explanation:
So, thickness is another way to say "width". You can calculate this by finding the volume of the rectangular object.
Let us take a look at the density formula:
<em>Density = mass/volume </em>
We have the mass AND the density, but not the volume.
1.3 g/cm^3= 11.4 g/ v
Solve for the "v" (volume).
You should get:
v = mass/density
v = 11.4 g/ 1.3 g/cm^3
v = 8.769 cm^3
Now, let us recall the formula for volume.
<em>v = length x width x height</em>
We have two of these.
8.769 cm^3 = 54.2 cm x 12.3 cm x (W)
8.769 cm^3 = 666.66 cm^2 x W
W = 8.769 cm^3 / 666.66 cm^2
W = 0.01315 cm
Stay on task, late work stacks up fast. Don't be afraid to ask questions. Don't wait to study until right before the test, spread out studying throughout the unit. From someone taking two AP classes, they aren't easy but with hard work, they are worth it in the end.
Answer:
Prior to the start of Oedipus Rex, Oedipus has become the king of Thebes while unwittingly fulfilling a prophecy that he would kill his father, Laius (the previous king), and marry his mother, Jocasta (whom Oedipus took as his queen after solving the riddle of the Sphinx).
Explanation:
Answer:
B. 2
Explanation:
From the graph we get
(1). for
(2). for
(3). for
Now let us take the anti derivative of the second function, and we get
for
We find from the condition :
Thus we have
.
Now we find the anti derivative of the first function, and get
What we note now is that the function is continuous because the derivative of the functions is defined at and at .
since the function are continuous,
Thus we have
Now we can easily evaluate
Which is choice B.