Liberal Arts Final

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Across
  1. 3. where graph crosses the y-axis (example: (0,#))
  2. 5. math statement that is true when checked (example: 5=5 correct)
  3. 6. where graph crosses the x-axis (example: (#,0))
  4. 8. symbol that represents numbers lower than or equivalent to the stated value in the inequality (example:
  5. 11. y=mx+b
  6. 18. property where to multiply the given number to all terms in between ()(example: 5(3+4))
  7. 20. the highest point on the graph (example: vertex above the x-axis)
  8. 23. rational numbers restarting at 0 (example 0,1,2,3,4,5,…)
  9. 25. symbol that represents numbers higher than or equivalent to the stated value in the inequality (example:
Down
  1. 1. letter or symbol to represent the unknown (example: x or y)
  2. 2. a imaginary vertical line that passes through a graph to see if the line hits the graph at more than 1 point
  3. 4. symbol that represents numbers lower than the stated value in the inequality (example: x<5)
  4. 7. natural numbers starting at 1 (example: 1,2,3,4,5,…)
  5. 9. a statement/problem that’s either one step or multiple step where the values of two expressions are equal to an variable (example: 3x+5=14)
  6. 10. one term (example: 4x)
  7. 12. product of a rational number multiples by itself (example: square root of 4=2)
  8. 13. single math expression that’s separated between +/- signs (example: [5x]+[2y]+[4])
  9. 14. four or more terms ( example: 5x- 2+y-7)
  10. 15. the lowest point on the graph example: vertex below the x-axis)
  11. 16. two terms (example: 5x+4)
  12. 17. symbol that represents numbers higher than the stated value in the inequality (x>5)
  13. 19. +/- numbers on a number line that aren’t fractions or decimals (example: numbers on a number line)
  14. 21. math statement that is false when checked (example: 4=5 wrong)
  15. 22. a statement/equation that compares math expressions with >< or equal to symbols (example: 3x+5<14)
  16. 24. three terms (example: x+3-6)