Solution 3 X 4 2 75 4 285714286 30 1428571429 that s the ratio of pure syrup to total solution in your final solution multiply that by 7 7 and you get 1 7 which is the desired ratio of pure syrup to total
The solution presented above is based on common sense on the mass conservation law For completeness purposes I present below another solution based on simple algebra equation Question 136710 To stimulate his son in the pursuit of mathematics a math professor offered to pay is son 8 for every equation correctly solved and to fine him 5 for every incorrect solution
Solution 3 X 4 2 75
Solution 3 X 4 2 75
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In your example you are mixing 10 syrup solution and 80 syrup solution to get a 24 syrup mixture Of the three version described below two are different ways of thinking of the
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Solution 3 X 4 2 75

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Question 571905 In the lab Ivan has two solutions that contain alcohol and is mixing them with each other He uses 300 milliliters less of Solution A than Solution B Solution A is 11 alcohol

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This lesson concerns systems of two equations such as 2x y 10 3x y 13 The equations can be viewed algebraically or graphically Usually the problem is to find a solution for x and y

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The first acid solution contains 25 acid the second contains 35 and the third contains 75 He wants to use all three solutions to obtain a mixture of 64 liters containing 55 acid using 3

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You can put this solution on YOUR website Let x the number of ml of 60 acid solution to be added to 300 x ml of 30 acid solution to obtain 300 ml of 50 acid solution

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Question 108715 A certain preparation consists of liquids x y and z in the proportion 5 2 1 How many gallons of the preparation can be made from a stock of materials consisting of 25 gallons
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