You need 50 pounds of two commodities costing $1.60 and $1.95 per pound. Determine the number of pounds of the less expensive commodity purchased if the total cost $y = 1.60 x + 1.95 ( 50 - x )$ is $\$ 94$.
A) 10 pounds
B) 17 pounds
C) 7 pounds
D) 5 pounds
E) 13 pounds

Question

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The Answer of You need 50 pounds of two commodities costing $1.60 and $1.95 per pound. Determine the number of pounds of the less expensive commodity purchased if the total cost $y = 1.60 x + 1.95 ( 50 - x )$ is $\$ 94$.
A) 10 pounds
B) 17 pounds
C) 7 pounds
D) 5 pounds
E) 13 pounds

You Need 50 Pounds of Two Commodities Costing $1 y=1.60x+1.95(50−x)y = 1.60 x + 1.95 ( 50 - x )y=1.60x+1.95(50−x)

You Need 50 Pounds of Two Commodities Costing $1 $y = 1.60 x + 1.95 ( 50 - x )$