An Office supply store sells spiral notebook paper for $2.50 each and notebook paper made of recycled paper of?
$2.30. At the start of the spring semester, a combination of 50 of these types of paper was sold for a total of $118.60. How many of each type of paper was sold?
anybody know??

February 13th, 2009 at 1:36 pm
HINT: Write what you know in a table.
Variables:
s = # of spiral notebook paper sold
r = # of recycled notebook paper sold
Given: spiral notebook paper for $2.50 each
Means: 2.5 * s = 2.5s = value of spiral notebook paper sold
Given: notebook paper made of recycled paper for $2.30
Means: 2.3 * r = 2.3r = value of recycled notebook paper sold
Given: 50 of these types of paper
Means: s + r = 50
Given: sold for a total of $118.60
Means: 2.5s + 2.3r = 118.6
You have 2 equations:
s + r = 50
2.5s + 2.3r = 118.6
Solve the first one for s.
s + r = 50
s = 50 - r
Plug this into the second equation.
2.5s + 2.3r = 118.6
2.5(50 - r) + 2.3r = 118.6
125 - 2.5r + 2.3r = 118.6
125 - 118.6 = 2.5r - 2.3r
125 - 118.6 = 2.5r - 2.3r
6.4 = 0.2r
6.4 / 0.2 = r
r = 32
Plug this solved r value into s = 50 - r to solve for s.
s = 50 - r
s = 50 - 32
s = 18
ANSWER: 18 of the spiral notebook paper and 32 of the recycled notebook paper were sold.
February 16th, 2009 at 7:47 am
Let s = spiral and r = recycled
s+r= 50
2.5s + 2.3r = 118.60
Solve the first equation for either variable. I chose s.
s = 50 - r
Now substitute into the second.
2.5(50-r) + 2.3r = 118.6
125 - 2.5r + 2.3 = 118.6
-.2r = -6.4
r = 32 s = 18
So 32 recycled and 18 spiral. Substitute these into the second equation to check our work.
2.5(18) + 2.3(32) = 118.60
45 + 73.6 = 118.60
118.60 = 118.60