A sports announcer states that there are 65,000 fans in the stadium. Estimate the maximum noise level. Is this estimate reasonab
1 answer:
Question:
The scatter plot shows the maximum noise level when different numbers of people are in a stadium. The linear model is given by the equation y=1.5x + 22.7 where y represents maximum noise level and x represents the number of people, in thousands, in the stadium.
A sports announcer states that there are 65,000 fans in the stadium. Estimate the maximum noise level. Is this estimate reasonable? Explain your reasoning.
Answer:
Step-by-step explanation:
Given
Required
Find y
Substitute 65000 for x in the given equation
<em>It is reasonable because as the population increases, the noise level also increases</em>
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Answer:
Horizontal Asymptote: y=2
Vertical Asymptote: x=3
Step-by-step explanation:
One way: Look at graph
Look at for a horizontal or vertical line that both lines don't touch.
Second Way:
When you look for vertical asymptotes, you set the denominator equal to zero and solve.
For example, the second question has a denominator of x-3.
x-3=0
x=3 (This is the vertical asymptote)
When you look for horizontal asymptote, you do long division.
For example, the first question
The answer will be 2. 2 is the quotient. You only want quotient not remainder.
y=2.
Divide 6 by 
÷
Change to a reciprocal
× 
= 
Simplify and your answer is 8
Change
Simplify and your answer is 8