A glass blower can form 8 simple vases or 2 elaborate vases in an hour. In a work shift of no more than 8 hours, the worker must form at least 40 vases.

If the glass blower makes a profit of $30 per hour worked on the simple vases and $35 per hour worked on the elaborate vases, write a function for the total profit on the vases.

a.

f(s, e) = 30s + 35e

c.

f(0, 1) = 30s + 35e

b.

f(s, e) = 65se

d.

f(8, 2) = 65se

Question

A glass blower can form 8 simple vases or 2 elaborate vases in an hour.  In a work shift of no more than 8 hours, the worker must form at least 40 vases.





If the glass blower makes a profit of $30 per hour worked on the simple vases and $35 per hour worked on the elaborate vases, write a function for the total profit on the vases.



a. 

f(s, e) = 30s + 35e 

c. 

f(0, 1) = 30s + 35e 


b. 

f(s, e) = 65se 

d. 

f(8, 2) = 65se

dbzfan836 · Answer

If I am correct A, but we need someone to make sure.

anonymous · Answer

That's what I was thinking..

dbzfan836 · Answer

well, if you were to graph this, as for business profits, this would also be the best way, yet we have to test it for random profits. so if he made 4 simple vases and 1 elaborate one, what would be [s,e] of the equation?

dbzfan836 · Answer

it would be [4,1]. now fit s and e into the equation.

dbzfan836 · Answer

what would the total profits be? use a calculator for the large multiplication

dbzfan836 · Answer

@scruggsbdb17 come back I have calculated stuff. and I wonder for my medal