Answer:
200 + 6n
Do not know what you wrote as answer choices, but this is correct.
They charge a one time fee of 200 to start - this is the constant.
They also charge 6 per shirt, this gives the equation 6n.
Now, add the two terms.
You should get:
200 + 6n as the expression.
Their wide interests and curiosity enable them to apply ideas across divergent fields, improving upon the ideas of others, synthesizing ideas, and discovering patterns from disparate fields to generate new ideas. Curiosity reveals new options even at dead ends and inspires a sense of purpose and meaning.
The number of weeks is going to take the new employee to start making a profit is 33 weeks.
<h3>Calculate the total costs:</h3>
Costs related to hiring a new employee include
- $20,000 (new sink) + $27 per hour + $15 per dog groom.
Now, let's calculate the total costs per week
First 12 weeks
- $20,000 (new sink) + $540 per week + $300 (grom 20 dogs) =$20,840
After 12 weeks
- $20,000 (new sink) + $540 per week + $900 (grom 60 dogs) = $21,440
Calculate the total profit:
- $35 per dog
- First 12 weeks: $700
- After 12 weeks: $2100
Finally, calculate how much it will take this new employee to start getting a profit:
- Profit during the first 12 weeks: $8,400
- Costs during the first 12 weeks: $20,840 + 10,080
- Total balance: $21,920 - $8,400 = $13,520
Profit after the first twelve weeks
- Profits per week: $2100
- Costs: $13,520 + $1,440 per week
After 20 weeks
- Profits per week: $42,000
- Costs: $13,520 + $28,800 = $42,320
- Total balance: $42,320 - $42,000 = $300
This means that by the end of week 32 the employee has almost paid all the money and it is expected by week 33 he can start to make a profit.
Learn more about profit in: brainly.com/question/1494270
The more you drive , the less likely you are to have a collision because you
are getting more practice.
We should note that practice makes perfection means that collision will
occur mainly if other people at fault. When we aren't perfect in driving then
the collision could also be from us which increases our chances of having a
collision.
This is the main reason why driving more will make collision less likely and
makes option A the most appropriate choice.
Read more about Collision here brainly.com/question/24915434
