Answer:
B to determine whether a price increase
Explanation:
cuz I said
Answer:
We can infer from the graph, that about two thirds (around 60%) of the world's population lived in Asia in 2008.
Asia is by far the most populated continent in the world. The two most populous countries of the globe are located in Asia: India, and China, each with over 1 billion people.
Ideally, the Behavior Analyst should leave the business card, the name of the individual to be served, and the name of the service that will be provided. In this case, option B is the correct answer.
We can arrive at this answer because:
- The Behavior Analyst needs to show that he tried to contact the customer and show that he is interested in contacting him again.
- For this reason, he shows that the customer can get in touch with him, leaving the business card, with the contact forms.
- To make this contact more professional and thus increase the credibility of the service, the Behavior Analyst leaves the name of the person to be served and the service that will be provided.
This type of behavior shows commitment to customer service, which gives the Behavior Analyst credibility and increases the chances of a contract.
More information:
brainly.com/question/14343395?referrer=searchResults
Octavia should tell the customer that she doesn’t know the answer right now, but she will try to figure it out as soon as possible, and it may take a few days.
Another great option is for Octavia to ask a coworker right away who may know the answer to the question.
Answer:
maximum income is $900
Explanation:
given data
oil change = $20
per day = 40 customer
increase = $ 2
dailer customers = 2
owner charge = $ 2
to find out
income from the business
solution
we know current income is 40 × 20
current income = $800
we consider here price increase x and income as function y
so y = (20 +2x) × ( 40 - 2x) ........1
y = −4x² + 40x + 800
take derivative and put dy/dx = 0 for maximum
dy/dx = -8x + 40
0 = -8x + 40
x=5
so here from 1
y = (20 +2x) × ( 40 - 2x)
y = (20 +2(5)) × ( 40 - 2(5))
y = 30 × 30
y = 900
so maximum income is $900
