Answer:
"I'm Alec Bings; I see through things. I can see whatever is inside, behind, around, covered by, or subsequent to anything else. In fact, the only thing I can't see is whatever happens to be right in front of my nose." Which experience helps to shape Alec's perspective? parvsr9730 is waiting for your help if i am wrong sorry
Explanation:
Your answer is C i believe, i think it is this because a =5/x so your answer you always be 5 so ya, maybe your welcome
The downward flowchart positioning of Roger Sterling illustrates that he his in an <u>inferior</u> position to Guy Mackendrick.
<h3>What is a
downward flowchart?</h3>
A downward flowchart can be defined as an organizational structure flowchart that is designed and developed to break an organization or business firm into parts, especially in a descending order.
This ultimately implies that, a downward flowchart is typically used to illustrate hierarchy in an organization or business firm with respect to the position of each employee.
In conclusion, the downward flowchart positioning of Roger Sterling illustrates that he his in an <u>inferior</u> position to Guy Mackendrick.
Read more on downward flowchart here: brainly.com/question/15685387
Below is the proof that the sum of two odd numbers is always even.
<h3>
How to prove that the sum of two odd numbers is even?</h3>
First, remember that an even number is written as:
x = 2*n
Where n is an integer number.
While an odd number will be written as:
y = 2*n + 1
Now, let's say that we have two odd numbers:
A = 2k + 1
B = 2n + 1
If we add these we get:
A + B = (2k + 1) + (2n + 1) = 2k + 2n + 2 = 2*(k + n + 1)
And k + n + 1 is an integer number, then we can write:
k + n + 1 = N
So we get:
A + B = 2N
Then the sum of A and B is an even number.
Thus, we proved that for the sum of any two odd numbers, the outcome will always be even.
If you want to learn more about odd numbers, you can read:
brainly.com/question/543861