Do the points (−13,4),(−7,3),(−1,2),(5,1),(11,0),(17,−1)
represent the set of all solutions to the equation y=−16x+116
(1 point)
Responses
Yes, because all of the points that are listed are on the line y=−16x+116
Yes, because all of the points that are listed are on the line y is equal to negative 1 sixth x plus 11 sixths
Yes, because all the solutions of y=−16x+116
need to be integer values for x and y.
Yes, because all the solutions of y is equal to negative 1 sixth x plus 11 sixths need to be integer values for x and y.
No, because the set of all solutions to y=−16x +116
is represented by the line of the equation.
No, because the set of all solutions to y=−16x +116
is represented by the line of the equation.
No, because the point (17, -1) is not on the line that represents the equation y=−16x+116
Yes, because all of the points that are listed are on the line y=−16x+116
No, because the point (17, -1) is not on the line that represents the equation y=−16x+116.
No, because the set of all solutions to the equation y=−16x+116 is represented by the line of the equation. To check if a point lies on the line, you can substitute the x and y values of the point into the equation and see if the equation holds true. For example, let's check if the point (17, -1) lies on the line:
Substituting x = 17 and y = -1 into the equation y = −16x + 116:
-1 = -16(17) + 116
-1 = -272 + 116
-1 = -156
Since -1 is not equal to -156, the point (17, -1) does not lie on the line that represents the equation y = −16x + 116.