1) a grid formed by the intersection of two number lines that can be used to locate and graph points. a) constant of proportionality b) x-coordinate c) coordinate Plane d) quadrant 2) k=y/x The proportional ratio between two quantities. It is found by dividing the second quantity by the first.antities.x The proportional ratio between two quantities. It is found by dividing the second quantity by the first.k=y/x The proportional ratio between two quantities. It is found by dividing the second quantity by the first. a) x-axis b) constant of proportionality c) coordinate Plane d) quadrant 3) the horizontal number line on a graph. a) x-coordinate b) y-axis c) ordered pair d) origin 4) the vertical number line on a graph. a) origin b) equivalent ratios c) y-coordinate d) x-axis 5) is the position (0,0) on a graph where the axes intersect. a) constant of proportionality b) origin c) ratio d) coordinate Plane 6) (x,y) coordinates that give the location of a point. a) proportional relationship b) ordered pair c) x-axis d) y-axis 7) Any of the 4 areas made when we divide up a plane by an x and y axis, as shown. a) quadrant b) proportional relationship c) origin d) ratio 8) describes the number of horizontal units a point is from the origin on a plane. a) ratio b) proportional relationship c) origin d) x-coordinate 9) describes the number of vertical units a point is from the origin on a plane. a) y-axis b) equivalent ratios c) quadrant d) y-coordinate 10) a comparison of two quantities. a) origin b) x-coordinate c) y-coordinate d) ratio 11) ratios that have the same value. a) origin b) ratio c) equivalent ratios d) y-axis 12) A relationship that can be described by equivalent ratios and the values of one quantity are multiplied by the same number to get values for the other quantity. The relationship can be described using the equation y=kx. a) proportional relationship b) y-coordinate c) ordered pair d) x-coordinate

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