Just saw this...
Here is the answer since VIX is as dumb as boboolee ( mexican Bridge)
During a sale, markers cost $4.00 each. For every 4 markers purchased, the customers received 2 free.
If 80 markers were given free and the sales totaled $840.00, how many individual markers were purchased?
(No one purchased more than 4 markers.)
Markers cost: $4.00 each
For every 4 markers purchased, customers receive 2 free.
Total free markers: 80
Total sales: $840.00
The total number of purchased markers
For each set, 4 markers are purchased. Therefore, the total number of purchased markers is:
Purchased markers = 40 sets×4 markers per set=160 markers
The total cost of the purchased markers can be calculated as follows:
Total cost = Purchased markers x Cost per marker = 160×4=640 dollars
160 markers
This means that customers received an additional $200 worth of free markers.
To reach the total sales of $840, customers must have paid for $640 worth of markers and received $200 worth of free markers.
According to the problem, the total sales amount to $840.
Since the total cost of the purchased markers is $640, this indicates that the difference must be accounted for by additional purchases.
If such occurred:
Let’s find out how many additional markers were purchased to reach a total of $840:
Additional sales: $840−$640 = 200 dollars
Additional markers
200 divided by 4 =
50 markers
Now, add the additional markers to the initially calculated purchased markers:
Total purchased markers 160+50 = 210 markers
The total number of individual markers purchased is
210.
It deleted my response ....ok here I will calculate it again....