Consider the following mixture problem and the table used to translate the problem. Cherry Breeze is 30% fruit juice and Berry Choice is 15% fruit juice. How much of each should be used in order to make 10 gal of a drink that is 20% fruit juice? Choose from the options below the expression that best fits each numbered space in the table. Cherry Breeze Berry Choice Mixture Gallons of drink x y Percent of fruit juice 30% 20% Gallons of fruit juice in mixture 03 x RC3. ______
Consider the following mixture problem and the table used to translate the problem. Cherry Breeze is 30% fruit juice and Berry Choice is 15% fruit juice. How much of each should be used in order to make 10 gal of a drink that is 20% fruit juice? Choose from the options below the expression that best fits each numbered space in the table. Cherry Breeze Berry Choice Mixture Gallons of drink x y Percent of fruit juice 30% 20% Gallons of fruit juice in mixture 03 x RC3. ______
Solution Summary: The author evaluates whether the statement "Graphs of two lines may have one point, no points, or an infinite number of points in common" is true or false.
Consider the following mixture problem and the table used to translate the problem.
Cherry Breeze is 30% fruit juice and Berry Choice is 15% fruit juice. How much of each should be used in order to make 10 gal of a drink that is 20% fruit juice?
Choose from the options below the expression that best fits each numbered space in the table.
Craig owns a ready mis concrete company. Craig receives an order for 1.5 cubic yards of concrete. This mixture of concrete contains sand, cement, gravel, and water; for each pound of water, there are 5lb of sand, 2lb of cement, and 7lb of gravel. Find the total weight of the order (in pounds), assuming a cubic yeard of concrete weighs 4000 lb, and how many pounds of each ingredient must be used.
answer in the back of the book is:
water: 400lb
sand: 2000lb
cement: 800lb
gravel: 2800lb
please help me set up the equations needed to solve the problem and get the answers given.
How many pounds of a 35 percent salt solution and how many pounds of a 14 percent salt solution should be mixed to obtain a 50 pounds of a 2 percent salt solution
For every pound of flour a baker adds 2.2 oz. of additives. If there is 15% of additive A, 25% of additive B and 60% of additive C how many ounces of each additive will be added per pound?
Elementary Linear Algebra (Classic Version) (2nd Edition) (Pearson Modern Classics for Advanced Mathematics Series)
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