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At a salon, there are nail technicians and hair stylists. The salon owner wants to expand, but can only afford to add more thansen
positions. A typical nail technician can see 10 clients per day. A typical har stylist can see 15 cients per day. The salon une hoces to
be able to see more than 100 clients per day.
The new positions constraint is represented by x+ys 9, where x represents the number of nail tech cans and represents the
number of hair stylists. Find the inequality representing the clients constraint for this situation
a. 10x + 15y2 100
b. 10x + 15y > 100
c. 10x + 15y < 100
d. 10x + 15 5 100​

Respuesta :

Banganajoanielove

Answer:

the answer is B

Step-by-step explanation:

Feliciaritter79

Answer:

10x + 15y > 100

Step-by-step explanation:

Recall that x represents the number of nail technicians and y represents the number of hair stylists.

Each nail technician can see 10 clients per day, so the number of clients the nail technicians can see is 10x.

Each hair stylist can see 15 clients per day, so the number of clients the hair stylists can see is 15y.

The sum of these two expressions is the total number of clients that can be seen between the two types of workers. The salon owner wants the total number of clients to be more than 100, so the sum of the two expressions should be greater than 100.

Therefore, the inequality representing the clients constraint for this situation is shown below.

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