Answer:
[tex] c = 12 +35 u[/tex]
Where c represent the cost of buying uniforms and u the uniforms bought. We also know that we have between 10 and 15 new members so then our domain would be:
[tex] 10 \leq u \leq 15[/tex]
And in order to find the range we can replace in the original equation the value of u=10 and u =15 and we got:
[tex] c(10) = 12+ 35*10 =362[/tex]
[tex] c(15) = 12+ 35*15 =537[/tex]
And the range for this case would be:
[tex] 362 \leq c \leq 537[/tex]
Step-by-step explanation:
For this case we have the following function given:
[tex] c = 12 +35 u[/tex]
Where c represent the cost of buying uniforms and u the uniforms bought. We also know that we have between 10 and 15 new members so then our domain would be:
[tex] 10 \leq u \leq 15[/tex]
And in order to find the range we can replace in the original equation the value of u=10 and u =15 and we got:
[tex] c(10) = 12+ 35*10 =362[/tex]
[tex] c(15) = 12+ 35*15 =537[/tex]
And the range for this case would be:
[tex] 362 \leq c \leq 537[/tex]
