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The number of registered users logged in to the new social media app varies with time. The table shows the average number of users logged in, y, on any given weekday, x hours after 6:00 a.m.

The number of registered users logged in to the new social media app varies with time The table shows the average number of users logged in y on any given weekd class=
The number of registered users logged in to the new social media app varies with time The table shows the average number of users logged in y on any given weekd class=
The number of registered users logged in to the new social media app varies with time The table shows the average number of users logged in y on any given weekd class=

Respuesta :

Answer:

1,483

Step-by-step explanation:

The equation that models this set of data is y=17.2x^2-226.3x+2184.5. Since x=0 represents 6:00 a.m, x=5 represents 11:00 a.m. Substitute 5 for x in the model, and solve for y.

Parrain

Based on the number of registered users who log into the social media app during weekdays and weekends, the following are true:

  • 1,483 users are logged in after 11 am.
  • During the week, post at 8pm.
  • During the weekends, post at 12 pm.

When should the marketing department post the update?

The given model for the users in the week is:

y = 17.2x² - 226.3x + 2,184.5

x is 5 because 11 am is 5 hours after 6 am:
= 17.2(5)² - 226.3(5) + 2,184.5

= 1,483 users

The company should post when there are the most people online and on weekdays that's 14 hours after 6 am which is:
=14 + 6

= 20:00

= 8 pm

On weekends this is 6 hours after 6 am:

= 6 + 6

= 12 pm

Missing information from question:

Model for calculating weekday users y = 17.2x² - 226.3x + 2,184.5.

Find out more on social media marketing at https://brainly.com/question/4241587.

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