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 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
If you travel 160 miles in 3 hours, your average speed is 53 and one-third miles per hour.
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.