In the table, x represents minutes, and y represents the altitude of an airplane.
Altitude of an Airplane
Minutes, x
Altitude in feet, y
15
22,500
20
20,000
25
17,500
30
15,000
Which statement is correct about the slope of the linear function that the table represents?
The slope is positive because as the minutes decrease, the altitude increases.
The slope is positive because as the minutes increase, the altitude increases.
The slope is negative because as the minutes decrease, the altitude decreases.
The slope is negative because as the minutes increase, the altitude decreases.
Answers
Step-by-step explanation:
In the table, x represents minutes, and y represents the altitude of an airplane. Table x y 15 22,500 20 20,000 25 17,500 30 15,000 Which statement is correct about the slope of the linear function that the table represents? a.The slope is positive because as the minutes decrease, the altitude increases. b.The slope is positive because as the minutes increase, the altitude increases. c.The slope is negative because as the minutes decrease, the altitude decreases. d.The slope is negative because as the minutes increase, the altitude decreases.
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Given: In the table, x represents minutes, and y represents the altitude of an airplane.
To find: Which statement is correct about the slope of the linear function that the table represents.
Solution: The statement "The slope is negative because as the minutes increase, the altitude decreases" is correct.
As evident from the data given, as the value of x is increasing, the value of Y is decreasing. This means that the altitude of the airplane is decreasing with respect to time. When the x and y coordinates given in the data are plotted on a graph, a slanting line is formed that falls from left to right.
Thus, we can say that the slope is negative because as the minutes increase, the altitude decreases.
Therefore, the statement "The slope is negative because as the minutes increase, the altitude decreases" is correct.