The math club sells candy bars and drinks during football ga
Solution
Given that
60 candy bars and 110 drinks will sell for $265
120 candy bars and 90 drinks will sell for $270
Let Candy bars = C , Drinks = D
Then
We are forming equations for given data
60C + 110D = $265
i.e 12C + 22D = $53
12C = $53 - 22D ............................. 1
120C + 90D = $270
i.e 12C + 9D = $27
12C = $27 - 9D ................................. 2
Solving equation 1 and 2
We know that if left hand side of equations are equal then equating right hand side of both equations
Hence,
$53 - 22D = $27 - 9D
$53 - $27 = -9D + 22D
$26 = 13D
D = $26 / 13
D = $2
Substitute D = 2 in equation 1
12C = $53 - 22D
C = ($53 - 22D )/ $2
C = ( $53 - (22 x$2)) / 12
C = ( $53 - $44) / 12
C = $9 / 12
C =$0.75
Therefore,
Each candy bar cost = $0.75

