A candy maker mixes chocolate, milk, and mint extract to produce three kinds of candy (I, II, and III) with the following proportions. If 75 lb of chocolate, 52 gal of milk, and 36 oz of mint extract are available, how much of each kind of candy can be produced?
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I : 7 lb chocolate, 5 gal milk, 1 oz mint extract
II : 3 lb chocolate, 2 gal milk, 2 oz mint extract
III : 4 lb chocolate, 3 gal milk, 3 oz mint extract
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A. 5 units of candy |, 15 units of candy ||, 2 units of candy |||
B. 5 units of candy |, 14 units of candy ||, 2 units of candy |||
C. 4 units of candy |, 16 units of candy ||, 3 units of candy |||
D. 4 units of candy |, 13 units of candy ||, 2 units of candy |||
E. 5 units of candy |, 13 units of candy ||, 3 units of candy |||
Answer: D
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A. f(x) = -
+ 2
B. f(x) = -
+
C. f(x) = -
+ 2
D. f(x) = -
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A. 16 B. 0 C. 3 D. 9
Use synthetic division to divide.
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?Solve the following quadratic equation by completing the square.
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A. ?x =
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C. ?x = ,
D. ?x = ,
E. ?x = -8, -3