math project

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Across
  1. 6. Position or duty
  2. 8. Finding the numerical value of the variable.
  3. 10. A triangle with one 90 degree angle
  4. 14. (Power/Index) The superscript number indicating how many times to multiply the base by itself
  5. 15. The first part of the number, which must be \(\ge 1\) and \(<10\)
  6. 18. The longest side of a right triangle, opposite the right angle
  7. 22. Operations Operations that undo each other (addition/subtraction, multiplication/division).
  8. 23. Specific part played
  9. 24. How steep the line is (\(|m|\))
  10. 25. The action of working
  11. 27. The exponent (\(n\)) tells you how many places to move the decimal point; positive for large numbers, negative for small numbers
  12. 29. the Variable Using inverse operations to get the variable alone on one side of the equation (e.g., \(x = 5\)).
Down
  1. 1. Task assigned
  2. 2. A common calculator format where "\(E\)" or "\(e\)" represents "times 10 to the power of", for example \(6.02E23\).
  3. 3. Representing the area, \(a^{2}\), \(b^{2}\), and \(c^{2}\).
  4. 4. Task associated with a role
  5. 5. Work to be done
  6. 7. Like Terms Adding or subtracting terms with the same variable to simplify.
  7. 9. Where the line crosses the axis (specifically the y-axis)
  8. 11. A straight, continuous path
  9. 12. Rate of Change How much \(y\) changes for every 1-unit increase in \(x\)
  10. 13. Always 10
  11. 16. Special terms for powers of 2 or 3
  12. 17. Notation The expression of a base and exponent, e.g., \(5^{3}\).
  13. 19. Intended use
  14. 20. Property Multiplying a term outside a parenthesis by each term inside: \(a(b + c) = ab + ac\).
  15. 21. Vertical change over horizontal change
  16. 26. \(a^2 + b^2 = c^2\)
  17. 28. The number or variable being multiplied
  18. 30. The two sides that form the right angle