Answer: READ BELOW AND THE ANSWER WILL POP OUT SRY I WAS IN A RUSH TO ANSWER THIS LET ME KNOW IF ANYTHING IS WRONG (AND NO THIS A'INT A ANSWER IF U WERE WONDERING LOL)
Explanation:
1. The slope of the linear model, which is 1.5, represents the rate at which the maximum noise level increases with the number of people in the stadium. For every increase of 1 thousand people, the maximum noise level is predicted to increase by 1.5 decibels. This means that as more people are present in the stadium, the noise level tends to increase at a steady rate.
2. The y-intercept of the linear model, which is 22.7, represents the maximum noise level when there are no people in the stadium (x = 0). In this case, it suggests that even when there are no people in the stadium, there is still some background noise or baseline noise level present, which is 22.7 decibels.
It is reasonable to have a y-intercept value in this context because background noise, such as ambient sound or electronic equipment, can contribute to a baseline noise level. Therefore, even without any people present, there is still some noise in the stadium.