Anita and maria went to the candy store. maria bought 5 pieces of fudge and 3 pieces of bubble gum for a total of $5.70. anita bought 2 pieces of fudge and 10 pieces of bubble gum for a total of $3.60. determaine the cost of the fudge

Let f represent fudge and g for bubble gum;
5f+3g= 5.7
2f+10g=3.6

Eliminating g;
50f+30g=57
6f+30g=10.8
----------------
44f=59.2
f=
f= 1.35
Cost of a fudge is 1.35 dollars

So, we have the two equations $4x+$360, and $10x+$6x. x represents how much members pay each day. The total number of visits when the cost for a member and nonmember is the same means we will have to set both equations equal to one another. 
$4x+$360=$10x+$6x 
Combine like terms. 
$4x+$360=$16x 
Subtract $4x on both sides to balance out the equation. 
$12x=$360 
Divide by $12.00 on each side. 
x=30 visits 
To check your work, plug in what x equals or 30 in the original equation. If you come up with a true statement, then you know your answer has to be correct. 
4x+360=16x 
4(30)+360=16(30) 
120+360=480 
480=480 
Because this is a true statement, you can be certain that the total number of visits when the cost of a member and a nonmember will be the same is 30 visits. Hope I helped! Brainliest too please.