Thursday

August 21, 2014

August 21, 2014

Posted by **Tracy** on Saturday, February 26, 2011 at 10:43pm.

A nutritionist wishes to minimize the cholesterol content while satisfying the minimum daily requirements (300,13,40) for calcium, iron and vitamin C respectively.

Assume that the number of ounces of the foods used is given by x,y respectively and construct the following:

The function to be minimized is:?

The restriction imposed by vitamin C need is: ? >= ?.

The restriction imposed by calcium need is: ? >= ?.

The restriction imposed by iron need is: ? >= ?.

- Math -
**MathMate**, Saturday, February 26, 2011 at 10:59pmIs there a typo, both foods have the same nutrition content, so there is no minimization to be done.

Ch(x,y)=5x+5y

C(x,y)=15x+15y≥300

Ca(x,y)=x+y≥13

Fe(x,y)=2x+2y≥40

**Related Questions**

Finite Math - A dietitian wishes to plan a meal around three foods. The meal is ...

Math - A diet is to include at least 140 mg of vitamin A and at least 145 mg of ...

math - dr.chen told miranda that her new puppy needs a diet that includes at ...

Math - A dietitian is designing a daily diet that is to contain at least 60 ...

PLEEEEEEASE HELP, EMERGENCY!!!!! - Here is a word problem dealing with The ...

Food Labels - 5. The food label law is mandatory for the following foods: a. ...

Math - A 7 4/5 ounce can of cat food costs 38 cents. What is the unit rate (...

math - A patient is not allowed to have more than 300 milligrams of cholesterol ...

Biochemistry 1 - 1. Many processed foods are labeled "cholesterol free". From ...

English - 1. Today we eat foods/food which come from all over the world. (Do we ...