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Suppose That a Nurse Needs 15 Cc (Cubic Centimeters) of a 15.5

Question 60

Multiple Choice

Suppose that a nurse needs 15 cc (cubic centimeters) of a 15.5% solution (that is, a solution that is 15.5% ingredient) of a certain medication, which must be obtained by mixing x cc of a 20% solution and y cc of a 5% solution. Choose the expression for the amount of ingredient in the 5% solution.


A) Suppose that a nurse needs 15 cc (cubic centimeters) of a 15.5% solution (that is, a solution that is 15.5% ingredient) of a certain medication, which must be obtained by mixing x cc of a 20% solution and y cc of a 5% solution. Choose the expression for the amount of ingredient in the 5% solution. A) B) C) D) E)
B) Suppose that a nurse needs 15 cc (cubic centimeters) of a 15.5% solution (that is, a solution that is 15.5% ingredient) of a certain medication, which must be obtained by mixing x cc of a 20% solution and y cc of a 5% solution. Choose the expression for the amount of ingredient in the 5% solution. A) B) C) D) E)
C) Suppose that a nurse needs 15 cc (cubic centimeters) of a 15.5% solution (that is, a solution that is 15.5% ingredient) of a certain medication, which must be obtained by mixing x cc of a 20% solution and y cc of a 5% solution. Choose the expression for the amount of ingredient in the 5% solution. A) B) C) D) E)
D) Suppose that a nurse needs 15 cc (cubic centimeters) of a 15.5% solution (that is, a solution that is 15.5% ingredient) of a certain medication, which must be obtained by mixing x cc of a 20% solution and y cc of a 5% solution. Choose the expression for the amount of ingredient in the 5% solution. A) B) C) D) E)
E) Suppose that a nurse needs 15 cc (cubic centimeters) of a 15.5% solution (that is, a solution that is 15.5% ingredient) of a certain medication, which must be obtained by mixing x cc of a 20% solution and y cc of a 5% solution. Choose the expression for the amount of ingredient in the 5% solution. A) B) C) D) E)

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