Question

Cinema a sells a 12-pack of movie passes for $66 Cinema be so there's a 5-pack of movie passes for $28 what is the cost per movie pass for each Cinema which offers cheaper per MoviePass how much do you say for MoviePass if you choose the cheaper offer

Answer 1

Let a pack of movie pass by Cinema A be represented with a,

and a pack of movie pass by Cinema B be represented with b.

So,

`\begin{gathered} 12a=66 \\ \text{Divide both sides by 12, we get} \\ a=(66)/(12)=\text{ 5.5 = \$5.50} \end{gathered}`
`\begin{gathered} 5b\text{ =28} \\ \text{Divide both sides by 5, we get} \\ b=(28)/(5)=5.6=\text{ \$5.60} \end{gathered}`

Hence, the cost per pack of movie pass by Cinema A is $5.50, while the cost per pack of movie pass by Cinema B is $5.60.

Cinema A offer per pack of movie pass is cheaper compare to Cinema B price.

So, 5.60 - 5.50 = 0.10

You save $0.10 per movie pass if you choose the cheaper offer ( Cinema A offer)