_____1. The Cartesian Coordinate Plane is divided into four regions called the _______________. A. axes B. origin C. quadrants D. ordered pairs _____2. The vertical axis in the coordinate plane is also called the________________________. A. x – axis B. y – axis C. origin D. quadrants _____3. The point where x – and y – axes meet is called the ____________________________. A. x – axis B. y – axis C. origin D. quadrants _____4. Which of the following is true about the point (-2,5)? A. It lies in Quadrant I B. It lies in Quadrant II C. It lies in Quadrant III D. It lies in Quadrant IV _____5. Which of the following equations is not a linear equation in two variables. A. x + y = 10 B. 2x – 3 = 4y C. 2x – 3y = 6 D. x2 – x – 6 = 0 _____6. It refers to the ratio of the change in y-coordinates to the corresponding change in x-coordinates. A. ordered pair B. slope C. abscissa D. ordinate _____7. What is the slope of line m in Figure 4? A.-1 B. 1 C. 0 D. 1 2 _____8. It is the abscissa of the coordinates of the point in which the graph intersects the x – axis. A. slope B. x – intercept C. y – intercept D. origin _____9. It is the ordinate of the coordinates of the point in which the graph intersects the y – axis. A. Slope B. x – intercept C. y – intercept D. origin _____10. The graph of linear equations in two variables is a __________. A. straight line B. curve line C. broken line D. half line _____11. Find the slope of a line which passes through the points (3,4) and (8, -1). A. -1 B. 1 C. 3 5 D. 5 3 _____12. Determine the slope of the line having the equation 2x + y = 12. A. 2 B. -2 C. 1 2 D. − 1 2 _____13. If the graph of the linear equation rises to the left then the slope is______. A. 0 B. negative C. positive D. undefined _____14. As x increases in the equation 3x – 2y = 6, the value of y A. increases B. decreases C. does not change D. cannot be determined _____15. Which line passes through the point (1, -4)? A. x + y = 5 B. x + y = -5 C. x – y = 5 D. x – y = -5
Answer:
carbon dioxide
nitrogen
oxygen
fluorine
potassium
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