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arsen [322]
1 year ago
9

A company loses ​$75 as a result of a shipping delay. The owners of the company must share the loss equally. Write an expression

for the earnings per person. Evaluate the expression.
Mathematics
1 answer:
Firdavs [7]1 year ago
5 0

Expression for the earnings per person = $75/n

What is loss?

The amount of loss on any commodity expressed as a percentage is referred to as the loss percentage. Additionally known as percentage loss. Any time a commodity's selling price is less than its cost price, we consider this to be a loss. The magnitude of this loss may be determined by calculating the difference between the cost price and the selling price. The loss percentage measures the loss as a proportion of the actual cost price.

Given: company loss=$75

no. of owners =n

The loss must be split evenly between the two business owners.

Therefore, we must split the sum of money in order to determine how much each individual receives.

=$75/n

Expression for the earnings per person = $75/numer of owners

To learn more about loss checkout brainly.com/question/29250253

#SPJ1

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Answer:

The answer is

a) <u>2,128 miles per gallon at 40,36 miles per hour</u>

b) <u>1,388 miles per gallon at 60 miles per hour</u>

Step-by-step explanation:

Let's find the extreme points of M(x) for 30≤x≤60. M(x) simplified by dividing to 7.8.

M(x) = -1,92.10^-3x^2+0,155x-1

To find extreme points we find tangent of M(x) and equal it to 0.

M'(x) = -3,84.10^-3x+0,155=0

therefore x=\frac{-0,155}{-3,84.10^-^3} = 40,36

This divides our x to 2 different range 30≤x≤40,36 and 40,36≤x≤60

Now we pick a number and investigate from the ranges

30≤x≤40,36   →    x = 35    →    <u>M'(35) = 0,0206</u><u> which is </u><u>> 0</u><u> and that means M is increasing</u>

40,36≤x≤60   →    x = 45   →    <u>M'(45) = -0,0178</u><u> which is </u><u>< 0 </u><u>and that means M is decreasing</u>

Next let's look at critical points

   x                  M(x)          Before              After             Decision

  30                1,922              -                       ↑             Local Minimum Point

  40,36           2,128             ↑                       ↓             Local Maximum Point

  60                1,388             ↓                       -              Local Minimum Point

As we can see (30, 1,922) and (60, 1,388) are<u> local minimum points</u> and (40,36 , 2,128) is the <u>local maximum point</u>.

Since (60 , 1,388) is the <u>lowest local minimum point</u> it is the absolute minimum point and (40,36 , 2,128) is the absolute maximum point.

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