T(2)=5-2(2)
t(2)=3(2)
t(2)= 6
Please vote my answer branliest! Thanks.
The unknown measure is 6 because it is an equilateral triangle, and equilateral triangles have equal angle measures and side lengths.
Hope that helps ;)
Y < 2x + 4.....u have a dashed line with shading below the line....u have a y int of (0,4)...u have an x int of (-2,0) and a slope of 2
y > -x - 3...u have a dashed line with shading above the line....u have a y int of (0,-3) and an x int of (-3,0) and a slope of -1
ur graph is : There is a problem....it will either be the 2nd one or the 3rd one....because one of ur inequalities is written incorrectly...
** IF y > -x - 3 is supposed to have an equal sign in there...then ur answer is the 2nd graph
** IF y < 2x + 4 is supposed to have an equal sign in there...then ur answer is the 3rd graph
Answer:
- Number of spectators who leave the stadium before 180 minutes
This data would show if spectators only come to the stadium and stay until the end of the game when their favorite teams are playing
- Number of customers/spectators attending the last 100 matches
This data will help the stadium know the current trend ( either increasing of decreasing ) number of the spectators who visit the stadium
<u />
- The data can be collected via the exit time entries at the exit gate of the stadium
- history of ticket sold over the last 100 matches
<u />
we have to conduct a hypothesis test assuming that a spectator watches a match for more than 180 minutes with an assumed standard deviation
we can also use regression analysis and line of best fit to check for the trends
Step-by-step explanation:
Aim : The Aim of the stadium is Increasing revenue generated in the stadium and some of the ways to achieve such is by taking specific data as regards the customers/spectators who visit the stadium
<u>The type of data that could be collected from the fans to be used in multiple regression model:</u>
- Number of spectators who leave the stadium before 180 minutes
This data would show if spectators only come to the stadium and stay until the end of the game when their favorite teams are playing
- Number of customers/spectators attending the last 100 matches
This data will help the stadium know the current trend ( either increasing of decreasing ) number of the spectators who visit the stadium
<u>How can the data be collected </u>
- The data can be collected via the exit time entries at the exit gate of the stadium
- history of ticket sold over the last 100 matches
<u>how to apply the data</u>
we have to conduct a hypothesis test assuming that a spectator watches a match for more than 180 minutes with an assumed standard deviation
we can also use regression analysis and line of best fit to check for the trends