Asked by jihrtthiii
Write the equation of the linear function that models the relationship shown in the table.
(1 point)
Responses
y=x+34
y equals x plus 34
y=−10x+78
y equals negative 10 x plus 78
y=10x−2
y equals 10 x minus 2
y=10x+2
Table:
X Y
18 10
6 -3
(1 point)
Responses
y=x+34
y equals x plus 34
y=−10x+78
y equals negative 10 x plus 78
y=10x−2
y equals 10 x minus 2
y=10x+2
Table:
X Y
18 10
6 -3
Answers
Answered by
jihrtthiii
What can you interpret about the equation y=−2x−8?(1 point)
Responses
The slope is −2, the y-intercept is −8, and the line is falling from left to right.
The slope is negative 2 , the y -intercept is negative 8 , and the line is falling from left to right.
The slope is 2, the y-intercept is −8, and the line is rising from left to right.
The slope is 2, the y -intercept is negative 8 , and the line is rising from left to right.
The slope is −2, the y-intercept is 8, and the line is rising from left to right.
The slope is negative 2 , the y -intercept is 8, and the line is rising from left to right.
The slope is −2, the y-intercept is 8, and the line is falling from left to right.
The slope is negative 2 , the y -intercept is 8, and the line is falling from left to right.
Responses
The slope is −2, the y-intercept is −8, and the line is falling from left to right.
The slope is negative 2 , the y -intercept is negative 8 , and the line is falling from left to right.
The slope is 2, the y-intercept is −8, and the line is rising from left to right.
The slope is 2, the y -intercept is negative 8 , and the line is rising from left to right.
The slope is −2, the y-intercept is 8, and the line is rising from left to right.
The slope is negative 2 , the y -intercept is 8, and the line is rising from left to right.
The slope is −2, the y-intercept is 8, and the line is falling from left to right.
The slope is negative 2 , the y -intercept is 8, and the line is falling from left to right.
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