$[10$ points$]$ Stevie runs a software company with two locations $-$ NYC and Tbilisi $-$ each with their

own set of developers. Each month, the NYC office can produce $6$ apps or $3$ websites, while the Tbilisi

office can produce $4$ apps or $1$ website. This information is summarized below.

$acoc$

Apps web.

$\frac{3}{6}=\mathrm{.}5,\frac{6}{3}=2$

$\frac{1}{4}=25,4.$

This month, Stevie needs to produce $6$ apps, plus as many websites as possible. How should the production

of the $6$ apps be allocated across the two locations? Explanations are not required.

Select one answer by filling in the $O$ :

NYC: $6$ apps, Tbilisi: $0$ apps

NYC: $5$ apps, Tbilisi: $1$ apps

NYC: $4$ apps, Tbilisi: $2$ apps

NYC: $3$ apps, Tbilisi: $3$ apps

NYC: $2$ apps, Tbilisi: $4$ apps

NYC: $1$ apps, Tbilisi: $5$ apps

NYC: $0$ apps, Tbilisi: $6$ apps