Posted by **Alyssa.** on Sunday, February 21, 2010 at 4:25pm.

A grocer wants to m,ix three kinds of hard candy to sell for $2.40 per pound. He need 50 pounds of candy altogether. He mixes sour balls worth $3.50 per pound,butterballs worth $2.50 per pound, and starlight mints worth $1.75 per pound. He mixes twice as many butterball as sour balls. Write a system of equations to find the number of pounds of each kind of candy he mixes together

We learned how to do matrices and we need to use them for this problem but i don't know how to set it up

_______ X _______

something X something?

## Answer this Question

## Related Questions

- Math - i need to know exactly the formula of how to do these types of problems ...
- Algebra 1 - Candy worth $2.45 per pound is mixed with candy worth $2.30 per ...
- math - Ellen wishes to mix candy worth $1.64 per pound with candy worth $3.46 ...
- algebra - Calvin mixes candy that sells for $2.00 per pound with candy that ...
- algebra - a store mixes red fescue worth $10 per pound and ryegrass worth $14 ...
- Algebra - A store mixes red fescue worth $10 per pound and ryegrass worth $13 ...
- Algebra - A store mixes Kentucky bluegrass worth $11 per pound and ryegrass ...
- math - A store mixes peanuts worth $10 per pound and biscuit worth $13 per pound...
- Maath - A coffee shop mixes French roast coffee worth $9 per pound with Kona ...
- math 114 - A store mixes Kentucky bluegrass worth $11 per pound and ryegrass ...

More Related Questions