GRADE 8 MATHEMATICS CHAPTER 3

Welcome to your GRADE 8 MATHEMATICS CHAPTER 3

After carefully reading the following 30 questions, choose the correct answer.

1. 
In a Cartesian coordinate system, what is the horizontal axis called?

2. 
What is the point of intersection of the x-axis and y-axis called?

3. 
In which quadrant are both coordinates positive (+, +)?

4. 
What is the second coordinate of an ordered pair (x, y) called?

5. 
A point with coordinates (-3, 3) lies in which quadrant?

6. 
All lines of the form y = mx (m ≠ 0) pass through which point?

7. 
If m > 0, through which quadrants does the graph of y = mx pass?

8. 
To draw a straight line, how many points are needed at minimum?

9. 
In the equation y = mx + c, what is 'm'?

10. 
Which quadrant contains points with coordinates (+, -)?

11. 
What happens when you multiply or divide both sides of an inequality by a negative number?

12. 
What is the solution to 3x < 9x + 4?

13. 
A number decreased by five is written algebraically as:

14. 
If an inequality leads to a true statement like 0 < 11/4, what is the solution?

15. 
What is the relationship between Celsius (C) and Fahrenheit (F)?

16. 
How is "the product of a number and eight" expressed?

17. 
If a point lies on the x-axis, its y-coordinate is:

18. 
In the equation y = 3x - 5, is (0, -5) a solution?

19. 
The domain for linear inequalities in this unit is the set of:

20. 
The graph of y = mx passes through II and IV quadrants if:

21. 
In the inequality ax + b 0, the solution involves:

22. 
What is the x-coordinate of the point (2, 5)?

23. 
If a point is 5 units up from the x-axis, its y-coordinate is:

24. 
Which quadrant has both coordinates negative (-, -)?

25. 
"Five subtracted from a number" is:

26. 
A mathematical statement using , ≤, or ≥ is called:

27. 
In the equation y = mx + c, 'c' represents:

28. 
If x > 10 in the Celsius scale, what is the Fahrenheit equivalent?

29. 
To solve word problems, first assign a:

30. 
A vertical line through 2 on the x-axis and horizontal line through 5 on the y-axis intersect at:

31. 
If 2x < 2x - 3, the inequality has:

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