WILL AWARD BRAINLIEST ANSWER

A movie theater allows fewer than 80 people at a screening. Eight employees will attend the next screening along with n groups of people. Each group will have 4 people.

Which inequality can be used to show the situation?

n+12<80

n+12<80

4n+8<80

4(n+8)<80

If there are [tex]n[/tex] groups of people, each consisting of 4 people, then there is a total of [tex]4n[/tex] people. Including the 8 employees, you have a grand total of [tex]4n+8[/tex] people attending the screening. There has to be less than 80 people allowed in, so the appropriate inequality would be

[tex]4n+8<80[/tex]

Answer Link

dranime28 dranime28 · Answer 2 · 2019-05-09T17:02:05+02:00

dranime28 dranime28

09-05-2019

Answer:

4n+8<80

Step-by-step explanation:

i used my brain lol

Answer Link

WILL AWARD BRAINLIEST ANSWER A movie theater allows fewer than 80 people at a screening. Eight employees will attend the next screening along with n groups of people. Each group will have 4 people. Which inequality can be used to show the situation? n+12<80 n+12<80 4n+8<80 4(n+8)<80

Respuesta :

Otras preguntas

WILL AWARD BRAINLIEST ANSWER

A movie theater allows fewer than 80 people at a screening. Eight employees will attend the next screening along with n groups of people. Each group will have 4 people.

Which inequality can be used to show the situation?

n+12<80

n+12<80

4n+8<80

4(n+8)<80