SOLUTION: i'm stuck trying to figure out the 3rd equation for this system of linear equations.
Shop owner buys soda for 3 different prices. cola = $1.5, diet = $.90
sprite =$.50
The
Algebra ->
Customizable Word Problem Solvers
-> Mixtures
-> SOLUTION: i'm stuck trying to figure out the 3rd equation for this system of linear equations.
Shop owner buys soda for 3 different prices. cola = $1.5, diet = $.90
sprite =$.50
The
Log On
Question 185093: i'm stuck trying to figure out the 3rd equation for this system of linear equations.
Shop owner buys soda for 3 different prices. cola = $1.5, diet = $.90
sprite =$.50
The monthly budget is $2000 to purchase.
Selling price is cola $3.00, diet $2.50, sprite $1.75.
The inventory can hold 1000 gallons a month.
Past demand has been coke = 400 gal., diet = 500 gal. and sprite = 300 gal.
my start is:
c + d + S = 1000
1.5c + .9s + .5d = 2000
