Answer:
Multiple answers
Explanation:
Let change the name of the variables.
Set Standard as X and Heavy Duty as Y
The X markers costs 10/box with 10 markers = $1 per maker.
The Y markers costs 15/box with 10 markers = $1.5 per marker.
The X marker is made of 3 oz. of plastic and 1fl. oz of marker fluid.
The Y marker is made of 5 oz. of plastic and 1.5fl. oz. of marker fluid.
Plastic cost $1/lb and marker fluid costs $5/gal.
1 oz = .0625lb
1 fl. oz. = 0.0078125gal
∴
- $X = 3(.0625lb) * $1 (the cost of the plastic in the marker)+ 1(0.0078125gal) * $5 (the cost of the marker fluid in the marker) = .1875 + .0390625 = .2265625 ( the total cost of the X marker).
- $Y = 5(.0625lb) * $1 (the cost of the plastic in the marker)+ 1.5(0.0078125gal) * $5 (the cost of the marker fluid in the marker) = .3125 + .05859375 = .37109375 ( the total cost of the Y marker).
Once we have the cost per marker:
The machine time cost is of $60/hr but each marker takes 30 seconds to be manufactured.
So we divide 1 hr / 30s and multiply it by the 10 markers the machine can produce at one time.
- (3,600 s / 30s) * 10 = 1200 (the total of markers the machine can produce per hour)
One hour of machine time costs $60. We divide the cost of machine time by the total markers can be produced in one hour.
- $60/1200=$.05(this is the cost of manufactured per marker).