How To Figure Gross With a Certain Net Figure

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To determine how many eggs the chef needs to order, the equation can be set up based on the information provided. If x represents the total number of eggs ordered, then after losing 10%, the chef will have 90% of x remaining. The equation can be formulated as 0.9x = 496, which accounts for the 10% loss. Solving this equation gives x = 551, indicating that the chef must order 551 eggs to ensure he has the 496 needed after the loss. This straightforward algebraic approach effectively addresses the problem.
Al_Ch
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May 21, 2009



OK math Guru's, I'm going to give you the question and the answer,

what I need from you is the easiest way to GET TO the answer.

A chef is attending a big weekend food fair. He is famous for

his egg dishes. He knows that he will need 496 eggs for all of the

dishes he will make. He knows that he will lose 10% of the eggs,

and has ordered enough eggs so that he will end up with the 496 that

he needs. He has ordered 551 eggs delivered to his kitchen.

What formula did he use to come to the conclusion that he will need

551 eggs for the weekend?

I await your reply.


Al Charles
 
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Al_Ch said:
May 21, 2009



OK math Guru's, I'm going to give you the question and the answer,

what I need from you is the easiest way to GET TO the answer.

A chef is attending a big weekend food fair. He is famous for

his egg dishes. He knows that he will need 496 eggs for all of the

dishes he will make. He knows that he will lose 10% of the eggs,

and has ordered enough eggs so that he will end up with the 496 that

he needs. He has ordered 551 eggs delivered to his kitchen.

What formula did he use to come to the conclusion that he will need

551 eggs for the weekend?

I await your reply.


Al Charles

Welcome to the PF. I've moved your thread to the Homework Help section of the PF.

Here at the PF, we require you to show your work before we can offer tutorial assistance. Please see the Rules link at the top of the page.

So, how would you go about starting this algebra problem?
 
As algebra problems go, this one is very simple. You could start it this way:

Let x= the number of eggs to order

Now, write an equation that summarizes this information:
He knows that he will need 496 eggs for all of the dishes he will make. He knows that he will lose 10% of the eggs
 

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