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Each chef at "sushi emperor" prepares 15 regular rolls and 20 vegetarian rolls daily. on tuesday, each customer ate 2 regular rolls & 3 vegetarian rolls. by the end of the day, 4 regular rolls & 1 vegetarian roll remained uneating. how many chefs were on tuesday ? and how many customers were they ?

Respuesta :

taskmasters
Let x be the number of chefs at Sushi Emperor and y be the number of customers on Tuesday. The equations that would best represent the scenario above using the number of items uneaten are:
        (regular rolls):       15x - 2y = 4
        (vegetarian rolls):   20x - 3y = 1
The values of x and y from the system of linear equations are:
                            x = 2 and y = 13
Therefore, there were 2 chefs and 13 customers. 
aksnkj

The customers are served regular rolls and veg rolls in a restaurant. There were 2 chefs working and 13 customers served on Tuesday.

Given information:

Each chef prepares 15 regular rolls and 20 vegetarian rolls daily.

Each customer ate 2 regular rolls & 3 vegetarian rolls on Tuesday.

Let x be the number of chefs working, y be the number of customers served on Tuesday.

By the end of the day, 4 regular rolls & 1 vegetarian roll remained uneating.

So, make the linear equations based on the given information as,

[tex]15x-2y=4\\20x-3y=1[/tex]

Solve the above linear equations to get the value of x and y,

[tex]15x-2y=4\\45x-6y=12\\20x-3y=1\\40x-6y=2\\5x=10\\x=2\\y=13[/tex]

Therefore, there were 2 chefs working and 13 customers served on Tuesday.

For more details, refer to the link:

https://brainly.com/question/16306099

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