Type the cost expression on the first line and the customer expression on the second line:
160 - 20·x + 16·x - 2·x² ≥ 130
160 - 4·x - 2·x² ≥ 130
<h3>What is inequalities?</h3>
A relationship that compares two numbers or other mathematical expressions in an unequal way is known as an inequality. When comparing two numbers on a number line, it is most frequently used to compare their sizes.
<h3>According to the given information:</h3>
Each buffet costs $10.
Every hour, there are 16 clients that choose the buffet.
The number of patrons declines by two each hour for every $1 increase in the buffet price.
The hourly minimum wage necessary is $130.
The circumstance has two expressions: one for the price and one for the customers.
let:
x represents the number of $1 hikes in the buffet's price.
For an increase of x dollars, the buffet's price is;
Cost = 10 + x
Customers will hear the following term when costs rise by an amount x;
Customer = 16 - 2x.
we know,
Cost × Customers = Revenue
(10 + x) × (16 - 2·x) ≥ 130
Which gives;
160 - 20·x + 16·x - 2·x² ≥ 130
160 - 4·x - 2·x² ≥ 130
Type the cost expression on the first line and the customer expression on the second line:
160 - 20·x + 16·x - 2·x² ≥ 130
160 - 4·x - 2·x² ≥ 130
To know more about inequalities visit:
brainly.com/question/20383699
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