Points: (-3, -10) and (5, -7)
Slope: 3/8
Points: (2, 1) and (5, 3) Slope: 2/3
Did you mean "Which of the following points are not solutions of 2y-5x = 6 (-3,4), (5,-53), (3,45), (2.6,5)?" Substitute the values of x and y into the left side of the equation. If it works out to 6, then the point is on the line. 2(-3) - 5(4) = -6-20 = -26. No. 2(5) - 5(-53) = 10-265 = -255. No. 2(3) - 5(45) = 6 - 225 = -219. No. 2(2.6) - 5(5) = 5.2 - 25 = -19.8 No. These are probably not the points you meant, since at least one of them would likely be on the line. But this should give you the idea.
If you travel 160 miles in 3 hours, your average speed is 53 and one-third miles per hour.
If you mean: (-5, -3) (-3, 3) and (7, 9) (5, 3) Then they are parallel lines whose equations are: y = 3x+12 and y = 3x-12
53 59 61 67 71 73
Points: (2, 1) and (5, 3) Slope: 2/3
84
If you mean a slope of -12 through the point (5, 3) the equation is y = -12x+63
Point of passage (6, 2) and a slope of 53 Equation: y-2 = 53(x-6) => y = 53x-316
If you mean points of (5, 3) and (4, 10) then the slope works out as -7
53
57.5
The distance between 53 and 35 on a number line is the absolute value of 35-53, or 18.
53
what is on page 53, 5 words from the left on line 22
53
Did you mean "Which of the following points are not solutions of 2y-5x = 6 (-3,4), (5,-53), (3,45), (2.6,5)?" Substitute the values of x and y into the left side of the equation. If it works out to 6, then the point is on the line. 2(-3) - 5(4) = -6-20 = -26. No. 2(5) - 5(-53) = 10-265 = -255. No. 2(3) - 5(45) = 6 - 225 = -219. No. 2(2.6) - 5(5) = 5.2 - 25 = -19.8 No. These are probably not the points you meant, since at least one of them would likely be on the line. But this should give you the idea.