Marissa wants to blend candy selling for $1.10 per pound with candy costing $2.20 per pound...

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Marissa wants to blend candy selling for $1.10 per pound with candy costing $2.20 per pound to get a mixture that costs her $1.60 per pound to make. She wants to make 44 pounds of the candy blend. How many pounds of each type of candy should she use? Pounds of $1.10 per pound candy- Pounds of $2.20 per pound candy = Marissa wants to blend candy selling for $1.10 per pound with candy costing $2.20 per pound to get a mixture that costs her $1.60 per pound to make. She wants to make 44 pounds of the candy blend. How many pounds of each type of candy should she use? Pounds of $1.10 per pound candy- Pounds of $2.20 per pound candy = Marissa wants to blend candy selling for $1.10 per pound with candy costing $2.20 per pound to get a mixture that costs her $1.60 per pound to make. She wants to make 44 pounds of the candy blend. How many pounds of each type of candy should she use? Pounds of $1.10 per pound candy- Pounds of $2.20 per pound candy = Marissa wants to blend candy selling for $1.10 per pound with candy costing $2.20 per pound to get a mixture that costs her $1.60 per pound to make. She wants to make 44 pounds of the candy blend. How many pounds of each type of candy should she use? Pounds of $1.10 per pound candy- Pounds of $2.20 per pound candy =

Answer rating: 100% (QA)

To solve this problemwe can set up a system of equations based on the given information 1 Cost Equat... View the full answer