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timama [110]
3 years ago
8

A grocer mixes peanuts that cost $2.49 per pound and walnuts that cost $3.89 per pound to make 100 pounds of a mixture that cost

s $3.19 per pound. how much of each kind of nut is put into the mixture
Mathematics
1 answer:
ANTONII [103]3 years ago
5 0

Let a be the amount of peanuts; and

Let b the amount of walnuts

 

Equation 1 would be: A + B = 100

249a + 389b = 319 (100)

Equation 2 would be: 249a + 389b = 31900

 

From equation 1:

a = 100 – b

249 (100 – b) + 389b = 31900

24900 – 249b + 389b = 31900

140b = 7000

b = 50 lbs

 

then from equation 1:

A + 50 = 100

A = 50 pounds

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Solve the problem algebraically. Clearly define all variables, write an appropriate equation, and solve.
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Answer:

Y=8 and X=21

Step-by-step explanation:

The key to solving word (story) problems is to learn how to translate words and phrases into concise, precise math expressions (variables and operations).  Make a table and add to it as you do problems:

      is              means           =

    more than                        +

      twice                              2*x

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In this problem, there are two variables.   Let x = one number;   y = other numbers

Translate:

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            x          =    5    +        2     *      y

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Now, the easy math.

Use the value for x from the first equation and substitute that into the second equation:

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Now, put that value of y into either equation to solve for x  (Which equation is easier??)

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Checking (very important):

 Is 21 really 5 more than 2(8)?

      21 = 5+16     ?

      21  =  21? yes

 Is  21 + 8 = 29  ?

        29 = 29? yes

p.s., learn the process, don't just get the right answer;  there will be lots of problems that are solved the same way!

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