If the average cost per unit C(x) to produce x units of plywood is given by C(x)= 1200/x+40, What it the unit cost for 800 units? How much do 800 units cost in all?

To find the unit cost for 800 units, plug in x=800 into the equation for C(x):

C(800) = 1200/800 + 40

C(800) = 1.5 + 40

C(800) = $41.50

So the unit cost for 800 units is $41.50.

To find the total cost for 800 units, multiply the unit cost by the number of units:

Total cost = 800 * $41.50 = $33,200

So 800 units cost $33,200 in total.

To find the unit cost for 800 units, we need to find the value of C(800) in the given function C(x).

Substituting x = 800 into the function C(x), we have:
C(800) = 1200 / 800 + 40

Simplifying this expression:
C(800) = 1.5 + 40

C(800) = 41.5

Therefore, the unit cost for 800 units is $41.50.

To find the cost for 800 units in total, we need to multiply the unit cost by the number of units.

Total cost = Unit cost * Number of units
Total cost = 41.5 * 800
Total cost = $33,200

Therefore, the cost for 800 units in all is $33,200.

To find the unit cost for 800 units, we need to substitute x = 800 into the equation for average cost:

C(800) = 1200/800 + 40

Simplifying:

C(800) = 1.5 + 40

C(800) = 41.5

Therefore, the unit cost for 800 units is $41.50.

To find the total cost for 800 units, we can multiply the unit cost by the number of units:

Total cost = unit cost * number of units

Total cost = $41.50 * 800

Total cost = $33,200

Therefore, 800 units cost a total of $33,200.